#help-17

1 messages · Page 214 of 1

tepid sable
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Yeah

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Oh

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Add 2pi or something LIEK that

calm light
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since this is degrees, we need to add 360 but yeah

tepid sable
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I mean add 360 degrees

calm light
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we can convert to rad after

tepid sable
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Yeah so 311.4096

calm light
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ok, so what quadrant is that in?

tepid sable
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4th

calm light
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alright, and what other quadrant has negative sine?

tepid sable
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First

calm light
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remember that sine represents the y-value on the unit circle

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where else is the y-value of the unit circle negative?

tepid sable
calm light
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yes

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so, let’s think about what angle in the third quadrant would give us the same result

tepid sable
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I would say reflect it over the years axis

calm light
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alright

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now how could we get the angle from that?

tepid sable
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Subtract 180 which is 131.4096

calm light
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but don’t forget that the third quadrant starts at 180

tepid sable
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Oh right

calm light
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so you’ll need to add another 180

tepid sable
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So I’m back at 311.4096

calm light
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add 180 to that

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or do you mean 311.4096

tepid sable
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That’s what I meant

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Yeah

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Mb

calm light
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you need to subtract the negative angle from before from 180

tepid sable
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Huh. I got 179.99996

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So do I round up and say it’s pi?

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I mean I think it is

calm light
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should be 180-(-48.59)

tepid sable
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Oh

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228

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.59

calm light
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yep

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those should be the only 2 solutions in that interval

tepid sable
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So 311.4096 and 228.59?

calm light
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yep

tepid sable
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Thank you so much, the teacher picked some quiet kid to example the problem and I couldn’t hear them

calm light
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lmao poor kid

vocal sleetBOT
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@tepid sable Has your question been resolved?

vocal sleetBOT
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vocal sleetBOT
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hushed frigate
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,rotate

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Please help me with this question

vocal sleetBOT
twin meteorBOT
hushed frigate
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I am stuck at this step

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Please help 🙏

mellow oyster
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multiply top and bottom by sec^2, then rewrite the bottom sec^2 as 1 + tan^2, then let u = tanx

hushed frigate
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But what about the pi/2 how do I integrate

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The pi/2 is out of domain of tan

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How do I do it

mellow oyster
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limit of tanx as x approaches pi/2 from below is infinity

hushed frigate
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Can you please show it

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I mean how to I change the limits

mellow oyster
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when you make the u sub, the lower bound becomes tan(0) = 0 and the upper bound becomes tan(pi/2) = infinty

hushed frigate
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Since when substituting tanx as u I'll have to change the limits right?

mellow oyster
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yes

hushed frigate
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Oh right

mellow oyster
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the integral is over the interval 0 < x < pi/2

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so you want lim as x approaches pi/2 of tan(x)

hushed frigate
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So I just write infinity and it becomes improper integra?

mellow oyster
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yes

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specifically since you're approaching pi/2 from below

hushed frigate
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Ok bro I'll do wait

mellow oyster
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limit is infinity

hushed frigate
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,rotate

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Now I'll substitute

twin meteorBOT
hushed frigate
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,rotate

twin meteorBOT
hushed frigate
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Is this correct?

mellow oyster
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yes

vocal sleetBOT
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@hushed frigate Has your question been resolved?

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formal obsidian
vocal sleetBOT
formal obsidian
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im always getting 10/3ft/s

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and its not the right answerr

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$\frac{15}{6}=\frac{x+y}{y}$

twin meteorBOT
formal obsidian
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where y is the length of the shadow of the dude

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and x is the distance from the pole to the dude

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kinda looks like this

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$\frac{dx}{dt}=5$

twin meteorBOT
formal obsidian
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and im finding $\frac{dy}{dt}$

twin meteorBOT
formal obsidian
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that's all the information i can give

surreal basin
formal obsidian
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yup

surreal basin
formal obsidian
formal obsidian
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@surreal basin i'm getting $6x+6y=15y$

twin meteorBOT
formal obsidian
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the problem is if x=40, i cant really do that

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if I implicitly differentiatie this, $6\frac{dx}{dt}+6\frac{dy}{dt}=15\frac{dy}{dt}$

twin meteorBOT
formal obsidian
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now i know what dx/dt is

surreal basin
formal obsidian
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ohh

surreal basin
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bit of improvement overall

formal obsidian
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wait huh?

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then how would i even get d(x+y)/dt?

surreal basin
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...

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dx/dt + dy/dt

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you still find dy/dt

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then you

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actually as a question, if you knew dx/dt and dy/dt, how would you find d(x+y)/dt

formal obsidian
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find x+y first?

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then differentiate it w repsect to t

surreal basin
formal obsidian
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wait, that's possible??

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i never knew that lmao

surreal basin
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that didnt seem to click when I said dx/dt + dy/dt the first time

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what did you think I was doing

formal obsidian
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uhm idk?

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so your just adding the rates of x and y

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that makes sense

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i actually got the correct answer now

formal obsidian
surreal basin
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x + y = x + y

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dx/dt + dy/dt = d(x + y)/dt

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yes

formal obsidian
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dang

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alright thanks!!

surreal basin
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np

formal obsidian
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apparently i was missing to add dx/dt to dy/dt lmao

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vocal sleetBOT
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vocal sleetBOT
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vast shale
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I'm not sure what to do to solve this expression

vast shale
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I get the gist of inverse trig functions

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Just not this question

sullen shoal
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That is basically arcsine(1/root2)

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So assume some x = arcsine(1/root2)

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So then sinx is 1/root2

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U can solve it from there ig

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@vast shale

vocal sleetBOT
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tender isle
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Is my graph on the second screenshot correct for the task in the first screenshot?

gaunt frost
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How is (a-b)² = a²-2ab+b²?

tender isle
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wait did I open in the wrong chat?

glacial osprey
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Unless the question you asked has some sort of deep-ish maybe relation to what they asked

oblique kettle
tender isle
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thank you 🙂

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regal otter
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Help me with dimensional analysis please. I have trouble on the second question. Please check the answer to my first question also. This is for my general physics class.

icy plume
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first one is correct

regal otter
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And second pls?

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I'm having trouble because the given is grams per cubic CENTIMETER while the other is kilograms per cubic METER

icy plume
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That is no problem since you can look at both units seperately

regal otter
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I'm still confused 😕

icy plume
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You know that 1g = 0.001kg. For the volume you know that 1cm = 0.01m, so a factor of 10^-2

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now if you want to convert cm^3 to m^3, you also need a factor (10^-2)^3

regal otter
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Ohhh

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So it's going to be 10^-6 ?

icy plume
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exactly, your factor is 0.001/10^-6

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You can use this to multiply with your original value of 11.3 to get your final answer

regal otter
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Hmm ok I'll try that

vocal sleetBOT
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@regal otter Has your question been resolved?

regal otter
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Uh I can understand but I still have difficulty with the dimensional analysis

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Do I first convert 11.3g/cm^3 to g/m^3?

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Then it would be like this..?

vocal sleetBOT
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regal otter
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.reopen

vocal sleetBOT
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oblique kettle
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you have a tendency to convert by multiplying by fractions haha

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sometimes its simple but sometimes its tricky

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consider converting by substituting!

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like...

regal otter
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Because my teacher taught us to use dimensional analysis, I might get deduction

oblique kettle
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yes, but like...

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1 kg = 10^3 g

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so: 1g = 10^(-3) kg

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right?

regal otter
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Yeah I know... but how do I make it like the dimensional analysisblobcry

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Because even if the answer is the same, the method isn't

oblique kettle
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i understand :d

regal otter
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So can you help me please? blobcry

oblique kettle
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yes, im thinking about it

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the g/kg is correct

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remains the cm3/m3

regal otter
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I can't wrap my head around it

oblique kettle
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its easy, dont think too much about it

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all you need is these 2

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which you know

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1 kg = 10^3 g

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1 m3 = 10^6 cm3

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let me show you how to proceed

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$\rho = 11.3 , g/cm^3 = 11.3 \cross \frac{1 , g}{1 , cm^3} \cross \frac{1 , kg}{10^3 , g} \cross \frac{10^6 , cm^3}{1 , m^3}$

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you see how i did it?

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the same way you did for the first question

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1st fraction to convert g to kg, and 2nd to convert cm3 to m3, obviously..

twin meteorBOT
regal otter
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Isn't the second one supposed to be 1 kg=10^3g?

oblique kettle
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yes yes, my bad

regal otter
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Then denominator would be 1000m^3?

oblique kettle
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why

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$\rho = 11.3 , g/cm^3 = 11.3 \cross \frac{1 , g}{1 , cm^3} \cross \frac{10^{-3} , kg}{1 , g} \cross \frac{1 , cm^3}{10^{-6} , m^3}$

regal otter
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because its 10^3?

oblique kettle
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theres this way too

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$\rho = 11.3 , g/cm^3 = 11.3 \cross \frac{1 , g}{1 , cm^3} \cross \frac{10^{-3} , kg}{1 , g} \cross \frac{1 , cm^3}{10^{-6} , m^3}$

twin meteorBOT
oblique kettle
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1 m3 = 10^6 cm3

regal otter
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Ah alright. So the final answer is 0.0113kg/(10^-6) m^3 ?

oblique kettle
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after crossing out 1 g with 1g and 1 cm3 with 1 cm3, you're left with

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$\rho = 11.3 \cross \frac{10^{-3} , kg}{10^{-6} , m^3}$

twin meteorBOT
oblique kettle
regal otter
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It's 0.00001?

oblique kettle
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you want to simplify before plugging into your calculator, or not?

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cuz you can just do 11.3 * 10^(-3) / 10^(-6)

oblique kettle
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$\rho = 11.3 \cross \frac{10^{-3} , kg}{10^{-6} , m^3}= \frac{11.3 \cross 10^{-3}}{10^{-6}} ,, kg/m^3$

twin meteorBOT
oblique kettle
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you can punch that into the calc right away

regal otter
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I get it now. Sorry. Thank you so much for helping me.

oblique kettle
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yw!

regal otter
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.close

vocal sleetBOT
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dire harbor
#

um super embarassing but can anyone help

vocal sleetBOT
dire harbor
vast shale
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isleep we meet again

dire harbor
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oh hey its you

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lol

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finished my long assignment now its just my easier quiz

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im not sure how i got everything wrong twice but yeah

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im assuming i made a mistake from the start with the series

vast shale
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aight lemme see

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i can see you used the expansion directly which we studied earlier

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but

dire harbor
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yeah arctan

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i assume i did the arctan 5x series right

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i guess i just messed up with multiplying the 1/x

vast shale
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expansion seems correct

desert hornet
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Your integration step is wrong

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You forgot the (2n+1) that was already there in the denominator

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Also didn’t understand where you got 2n+2 from

dire harbor
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oh its you again too

vast shale
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i think she tried multiplying by x and dividing , but the 2n + 2 doesnt make sense

dire harbor
desert hornet
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Yes

dire harbor
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ah ok

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yeah thats my bad im not that good with the integral power rule

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is everything else with the integrated series correct

desert hornet
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Yes

dire harbor
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ok great

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i will redo the rest too

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ty

desert hornet
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,w series of arctan(5x)/x at x=0

twin meteorBOT
dire harbor
#

thank you

vocal sleetBOT
#

@dire harbor Has your question been resolved?

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heady quest
vocal sleetBOT
heady quest
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Prove that the plane of the plane angle corresponding to an even angle is perpendicular to its edge.

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hi so what is that line in the middle

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why did they make an angle

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And how do i prove this

vocal sleetBOT
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plain aurora
#

how do i do thisd

vocal sleetBOT
knotty lynx
#

Informally, all you have to do is consider how many times that loop iterates for different values of n

knotty lynx
vocal sleetBOT
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vast shale
vocal sleetBOT
vast shale
#

where does the convolution come from

#

.close

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gilded cedar
#

hi

vocal sleetBOT
gilded cedar
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in order to solve this

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my books says

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i have to simplify to that

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but how can i just "know" to simply to this

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how am i suppose to know that

oak magnet
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Its partial fractions

brittle charm
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then split that

gilded cedar
oak magnet
gilded cedar
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okay yes, but how can i know to do that, it seem to randomly coming out of nowhere

oak magnet
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But mostly, its A + B/(x^2 +1) = x^2/(x^2+1)

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And try to find A and B

brittle charm
brittle charm
oak magnet
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If this was x^3/(x^2+1) for example, it would have been like Ax + B + C/(x^2+1)

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(Didnt check but B is probably 0 )

gilded cedar
#

thanks

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brittle charm
brittle charm
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vocal sleetBOT
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pulsar cliff
#

how do i do this

vocal sleetBOT
hard atlas
#

to find the first term you plug in n=1 into the formula

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but the question for the common difference makes no sense, there is no common difference

pulsar cliff
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uhmm

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finding first term and second term

pulsar cliff
hard atlas
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you know how fractions work, right?

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if you plug n=1 into the formula it looks like $1+\frac31$

twin meteorBOT
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Denascite

pulsar cliff
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ohh

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3+1+1?

hard atlas
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no

pulsar cliff
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ohh

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wait

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3+1 divide by 1

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?

hard atlas
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no

pulsar cliff
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😥

pulsar cliff
hard atlas
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you first compute the fraction $\frac31$ which means 3 divided by 1

twin meteorBOT
#

Denascite

hard atlas
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so thats equal to 3

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afterwards you compute 1+3 = 4

pulsar cliff
#

ohhh

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and the second term

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n=2

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ohhh

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so

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the first term is 4

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and the second term

hard atlas
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are you still there?

pulsar cliff
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yes

hard atlas
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have you tried computing the second term?

pulsar cliff
hard atlas
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no

pulsar cliff
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?

hard atlas
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how did you arrive at 2.5

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what grade are you in

pulsar cliff
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10th grade

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meow

lucid bane
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maybe it would help to write it as n+(3/n). You are interpreting it as (n+3)/n

hard atlas
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well you need to learn to interpret fractions correctly without having unnecessary brackets

pulsar cliff
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😖

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my friend just gave me a .5 common difference

hard atlas
#

?

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well your friend is also wrong

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there is no common difference for this sequence

pulsar cliff
#

💀

hard atlas
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but thats not the problem here

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you are unable to compute 2+3/2

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you desperately need to revise fractions

pulsar cliff
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our teacher told us first to find the first and second term

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then subtract them to each other to find the common difference

hard atlas
#

that works for other types of sequences

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the type of sequences that have a common difference

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this one does not have a common difference

hard atlas
pulsar cliff
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hhmm oky

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one last question

vast shale
lucid bane
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!noans

vocal sleetBOT
#

The purpose of this server is to help you learn, not to hand out answers. Do not ask someone to give you the answer directly.

vast shale
#

Oh

lucid bane
#

!nosols

vocal sleetBOT
#

As a helper, please do not give out answers that could be copied as a homework solution. Have the student work through the problem themselves and guide them along the way.

lucid bane
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you know k and m, and you know a_k and a_m

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so you can solve for d, which is the common difference.

pulsar cliff
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5

lucid bane
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yes

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this allows you to get the first term

pulsar cliff
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ohh

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this was just the start of me being a 10th grader

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💀

vocal sleetBOT
#

@pulsar cliff Has your question been resolved?

pulsar cliff
#

.close

vocal sleetBOT
#
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limber pasture
#

But the answer is p > -5/2??

vocal sleetBOT
limber pasture
#

I don’t know what’s wrong, I have tried asking ChatGPT, but it just gives me a statement like “to make sure that the expression y^2 - 2(p+4)y + p^2 - 4 < 0 well have to take the opposite”

#

Im like what the hell, the p value comes from us aiming for < 0, then why do we have to take it as > now??

#

Btw I’ve checked using Desmos and differentiation and the answer do is p > -5/2.

honest flame
#

Guys

#

What's the problem

limber pasture
#

Idk

#

I am confused as hell

ornate terrace
limber pasture
#

This one too, somehow the answer is k > 2

limber pasture
#

Same with my chemistry physics and math

ornate terrace
#

whats that second line doing

limber pasture
#

Which question?

ornate terrace
#

ah, you got rid of the fraction didnt you

limber pasture
#

I’m sorry for sending the second one here, it only distracts us🙏

ornate terrace
#

thats a weird way but ok

ornate terrace
#

maybe itll help with the other one

limber pasture
#

Sure

ornate terrace
#

the second line

limber pasture
#

Oh yeah

ornate terrace
#

you multiplied thr denomatior over right?

limber pasture
#

-y

#

Slight mistake

#

Ok this ones solved

ornate terrace
#

this also looks like you solved for the roots and not stationary pts

limber pasture
#

Which one?

#

Lmaoo this is chaotic but funny

#

Sorry

ornate terrace
#

the second one

#

sta pts?

#

shouldnt you do 1st der for that

limber pasture
#

This is through discriminant

#

Basically to set when the curve equals some constant

#

Just for convenience I used y

ornate terrace
#

mk

limber pasture
#

To solve for roots: points of the curve intersecting with the constant

#

Which is the stat pnts

ornate terrace
#

ok

#

i might be stupid

#

you said the discriminant of your thing is more than 0 so it has no real roots?? first q

#

idk seems weird

ornate terrace
limber pasture
#

In order for the original equation to have 2 sp, discriminant of x > 0; for the y express to be > 0, discriminant of y < 0; solving gives p < -2.5

#

I don’t see what’s wrong

#

If the discriminant of y < 0, y don’t have real roots

#

In which means that y doesn’t touch the y-axis

#

Yeah everything seems right to me

#

Can I call the helpers now?

ornate terrace
#

yea do it imma step away

#

send the img again for them

honest flame
#

hi

#

Omg Cambridge question

#

I'll do my best

ornate terrace
limber pasture
#

Sure do

#

Hello, anyone?

#

Anyone?

vocal sleetBOT
#

@limber pasture Has your question been resolved?

limber pasture
#

<@&286206848099549185>

honest flame
limber pasture
#

I am still stuck

#

I don’t see what the problem is

honest flame
#

I am askinh

#

What's the question

honest flame
#

It was right

#

Jing ping me when ur online

limber pasture
#

@honest flame

honest flame
#

Sup

#

Yeah

limber pasture
honest flame
#

The answer was correct

limber pasture
#

But the answer provided was p > -2.5

#

I got p < -2.5

#

And I’m very sure that p < -2.5 is correct

#

But I don’t know how to get it

honest flame
#

oh i see

#

lemme try

limber pasture
#

Also my teacher specifically asks us to use the discriminant

honest flame
#

I see

#

We have special methods since I'm asiankannawave

limber pasture
#

Lmao

#

Ngl, when I first know about this method, I thought it’s quite genius tbh

honest flame
#

Yeah

#

So ans is p>-2.5

#

Right?

#

@limber pasture

limber pasture
#

Ya

honest flame
#

Find the derivative of y with respect to x:
dy/dx = ((x - 2)(2x + p) - (x^2 + px + 1)) / (x - 2)^2
Simplify the derivative:
dy/dx = (2x^2 + px - 4x - 2p - 1) / (x - 2)^2
Set the derivative equal to zero to find the turning points:
2x^2 + px - 4x - 2p - 1 = 0
Rearrange the equation to form a quadratic equation in x we get
2x^2 + (p - 4)x + (-2p - 1) = 0
For two distinct turning points, the discriminant (b^2 - 4ac) must be positive
(p - 4)^2 - 4(2)(-2p - 1) > 0
p^2 - 8p + 16 + 16p + 8 > 0
Combining we get
p^2 + 8p + 24 > 0
Factorising:
(p + 2.5)(p + 9.6) > 0
p > -2.5 or p < -9.6
Since p < -9.6 is not a solution (as it would result in a negative number of turning points), we conclude that:
p > -2.5

#

Question solved

#

(:

limber pasture
#

Well that’s using differentiation

honest flame
#

Yessir

#

It's one method

limber pasture
#

I am told to not use that

honest flame
#

No differentiation and stuff?

honest flame
#

I can explain his answer too

#

Got any doubts

limber pasture
#

Pure discriminant

#

No differentiation

#

Actually it’s just to practice

#

In exam I’ll probably still choose to use differentiation

vocal sleetBOT
#

@limber pasture Has your question been resolved?

vocal sleetBOT
#
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uneven herald
#

Not understanding how they could just add x1000 on this??

uneven herald
#

I get as a method of calculation but they never divide it by 1000 so how is it the right answer??

magic wasp
#

They do?

#

It's clearly on both the numerator and the denominator

snow hedge
uneven herald
#

LOL

#

Ok thanks

short pilot
#

@uneven herald

#

.close

uneven herald
#

.close

vocal sleetBOT
#
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grim bluff
#

Could some please help me understand geometrical representation of differentiation?

tawny nacelle
#

hm, you can think of the derivative of a function at a point as the best linear approximation to the function at that point

#

so the line that "best fits" the curve at that point

grim bluff
#

What do mean by linear approximation?

vast shale
#

i think this is considered linear approximation

grim bluff
#

I think my teacher called it slope

#

Is it the same thing?

solid hornet
#

Yes

#

It's a way of finding slope at every point

#

Of a function

heavy yoke
#

it gives the slope of the tangent line, which is the line which is closest to the function at any given point

grim bluff
#

Ohh

#

So is dy/dx considered the tangent line?

vast shale
#

yeah

grim bluff
#

Ohhh

#

Thanks

vocal sleetBOT
#

@grim bluff Has your question been resolved?

#
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cinder frost
vocal sleetBOT
cinder frost
#

“solve this equation”

#

can someone guide me on what to do?

cinder frost
#

rewrite 2logx as

#

logx^2 - logx^1/2 = 3

worn dove
#

maybe the other way around?

#

rewrite 1/2logx

velvet zephyr
#

it's easy

#

take log_2 x common and get your answer.

#

second term would be -1/2*logx (to the base 2)

twin horizon
#

Log(p)-logq

#

Is log(p/q)

#

a^Log_a(n)=n

#

All you need

sharp lynx
#

!nosols

vocal sleetBOT
#

As a helper, please do not give out answers that could be copied as a homework solution. Have the student work through the problem themselves and guide them along the way.

fervent wasp
tame cedar
#

Understanding the log properties is important. Such as:
m × logn = log( n^m)
loga - logb = log(a/b) etc.

tame cedar
fervent wasp
velvet zephyr
#

wait, is m*log n^f = log n^f^m?

#

or log n^fm?

tame cedar
#

log n^fm

velvet zephyr
#

so m^log n = log n^(1*m)?

tame cedar
#

Yeah

vocal sleetBOT
#

@cinder frost Has your question been resolved?

velvet zephyr
#

yes @vocal sleet

vocal sleetBOT
#
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mental palm
#

how many 3 digit numbers are there that have 16 divisors

red bear
#

What have you done so far

mental palm
#

nothing...

#

I don't know how to solve it

#

well actually, i do know how to find how many factors a number has

red bear
#

Alright, usually when we count the number of divisors a number has, we consider it’s prime factorization

mental palm
#

however, I just don't know an easier way to do it

#

because there are many numbers that have 16 divisors like

#

2^3x3^3

#

but there are a lot of options

#

to get these

red bear
#

Yeah, you pretty much need to consider all of those possibilities

mental palm
#

But there must be an easier way

red bear
#

I don’t think there is, and there aren’t that many possibilities

mental palm
#

ok

#

wait, but these are 3 digit numbers

red bear
#

First, find the number of ways you can write the prime factorization in terms of arbitrary primes p_1, p_2, …

mental palm
#

so, lets consider the posibility of the exponents being 3, 1, and 1

#

there can be a lot

#

of options for p1 p2 and p3

hard atlas
#

the product quickly gets too high

#

there really arent that many options

red bear
#

Yes, but you can find the largest

mental palm
#

oh

#

ok

surreal basin
#

also Ive just went through all the p1 p2 p3 p4 cases

mental palm
#

can you help with that?

#

oh thnks

surreal basin
#

as long as you use a calculator youc an go through them quickly

mental palm
#

can you give me how many cases?

surreal basin
#

that doesnt mean Im doing them for you you know

mental palm
#

ok...

surreal basin
#

you need to practice pushing buttons that have digits on them cmon

mental palm
#

so did you get 46, 47, 48, 49, or 50

surreal basin
#

why are you guessing

mental palm
#

because that seems like a lot of cases to go through

surreal basin
#

theres less than 20 of them

#

you didnt even try to do them

mental palm
#

but the answer choices are 46-50

surreal basin
#

hey

#

pay attention

mental palm
#

remember, these are 3-digit numbers

surreal basin
#

what did I say

#

I was counting?

mental palm
#

the p1 p2 p3, and p4 cases

red bear
#

@thin vale

surreal basin
#

that implies p1, p2, p3, and p4 arent the same prime doesnt it

mental palm
#

yes

surreal basin
#

did it occur to you that 16 can be factored into other primes

#

if you group them up (2 * 2) * 2 * 2, then thats 3 1 1 as you said earlier

#

so thats p1^3 p2 p3 that you then also need to search

#

in addition to p1^3 p2^3 which you also need to search

#

youre not done yet

mental palm
#

i know

#

but there are 46-50 cases

surreal basin
#

then you gotta go through them

mental palm
#

and that will take a long time just guess and checking

surreal basin
#

I just did the p1p2p3p4 cases with a calculator

#

do you need me to tell you how to guess and check quickly?

mental palm
#

what type of calculator

#

desmos?

#

or mathway?

#

or what

#

scientific?

#

regular?

surreal basin
#

you dont need a Special calculator to multiply numbers together

#

you keep in mind the first few primes are 2, 3, 5, ... 31

#

then you go through them starting with 2 3 5 7

#

when one goes too big, you skip one

#

you should eventually end at 2 5 7 13

#

this will account for less than 20 of the cases

#

the others should mostly be the same

mental palm
#

do you know how to use stars and bars

#

just curius

#

curious

surreal basin
#

not really, what idea do you have

mental palm
#

no i just mean do you know the concept

surreal basin
#

not the explicit formula but the concept should be enough

mental palm
#

like if i have 7 indistinguishable balls and i want to give them to 3 distinguishable people

#

how many outcomes are there?

#

do you know the concept

#

?

surreal basin
#

I asked you what idea do you have

mental palm
#

easy, you just do 6 choose 2

surreal basin
#

you can state the idea and we can see if stars and bars works for this problem

mental palm
#

it won't work

#

but do you know the concept

mental palm
#

ok

surreal basin
#

why are you asking me this then if its not related

#

youre wasting time

mental palm
#

ok

#

hold on, i'm looking through lecture notes

#

@surreal basin I don't see anything in my teacher's lecture notes that could help

#

i think i'm going to guess...

surreal basin
#

youre not guessing

mental palm
#

let me try to do it your way

surreal basin
#

now keep in mind that way works for p1p2p3p4

mental palm
#

but we also have to take into account p1p2p3

#

and p1p2

surreal basin
#

why do you keep saying obvious things

mental palm
#

idk

surreal basin
#

also shouldnt that be p1^3 p2 p3 and p1^3 p2^3?

mental palm
#

no, i already know the exponents

#

so yes to that

#

Ok, well I also have another question

surreal basin
#

yea

mental palm
#

Find the largest two-digit positive integer n such that (n\choose3)(n\choose4) is a perfect square

#

please excuse the latex, it's just to make it easier to read

surreal basin
#

nw

mental palm
#

so, have you found a method?

surreal basin
#

have you tried writing that out as a polynomial then factoring out the squared terms?

mental palm
#

you don't need to do that...

#

i don't think

#

because dr. gao would probably not ask for a polynomial

#

it probably would be like figuring out what n choose 3 would look like and n choose 4

#

then multiplying to get

#

{(n(n-1)(n-2))^2 (n-3)}/144

surreal basin
#

thats literally what I just said

mental palm
#

wait, I think i've got it

#

oh yeah

surreal basin
#

bruh

mental palm
#

i just didn't realize

#

it's just a factored out polynomial

surreal basin
#

you need to try things before you say them

mental palm
#

then the answer would be...

#

84

surreal basin
#

yep

mental palm
#

ok

#

thnks

#

I'm gonna close the room now

#

.close

vocal sleetBOT
#
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vagrant sonnet
#

hello, i need help with these please

vocal sleetBOT
vagrant sonnet
#

i really dont know whats wrong

gentle thicket
vagrant sonnet
#

what do we do if its not

gentle thicket
gentle thicket
vagrant sonnet
#

not really, how do we exatcly make it less

gentle thicket
#

lemme explain

#

for example take part b
$\frac{x^2}{x^{2}+x+72}=\frac{x^{2}+x+72-(x+72)}{{x^{2}+x+72}$

#

what's up with it

loud walrus
#

$\frac{x^{2}}{x^{2}+x+72}=\frac{x^{2}+x+72-(x+72)}{x^{2}+x+72}$

twin meteorBOT
#

Samuel

gentle thicket
loud walrus
#

You are missing a closing }

gentle thicket
#

thanks

vagrant sonnet
#

where did we get the new bracket from

gentle thicket
#

it can be achieved by making some cancellation on both numerator and denominator

vagrant sonnet
#

so we'd need 4 terms now

gentle thicket
gentle thicket
vagrant sonnet
#

itll go back to the original function no?

gentle thicket
#

so overall we just added 0 to it

vagrant sonnet
#

how does that make the numerator less tho

gentle thicket
#

so it will be
$\frac{x^{2}+x+72}{x^{2}+x+72}-\frac{(x+72)}{x^{2}+x+72}$

twin meteorBOT
gentle thicket
vagrant sonnet
#

so now we divide x^2+x+72 by x+72

gentle thicket
#

x+72 is in numerator

#

we are dividing it by that quadratic expression

vagrant sonnet
#

how would that go

gentle thicket
vagrant sonnet
#

ye

gentle thicket
vagrant sonnet
#

-x-72/x^2+x+72

#

or 1/x^2

gentle thicket
vagrant sonnet
#

im bad at maths

vagrant sonnet
gentle thicket
gentle thicket
vagrant sonnet
#

ok so now we have 1-(x+72)/x^2+x+72

gentle thicket
#

so now since the degree of numerator is less than the degree of denominator, you can use partial fraction decomposition here

vagrant sonnet
#

can u help out with that

gentle thicket
#

bro for partial fraction decomposition you have to factorise the denominator

#

maybe try analyzing the given example

vagrant sonnet
#

1-A/x-9+B/x+8

#

?

gentle thicket
vagrant sonnet
#

nevermind

#

it gave me roots

#

which im guessing is wrong

#

.close

vocal sleetBOT
#
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vocal sleetBOT
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vast shale
#

According to the graph, AB = R√2 and mBD = 53 degrees. Calculate the slope of AB

rare swift
vast shale
#

so thr x and y coordinates can be found
mm how?

#

oh

#

w8

#

I know

rare swift
vast shale
#

oh

#

w8

rare swift
vast shale
#

those are the coordinates

rare swift
#

For a unit circle y = sinx and x = cosx

vast shale
#

of B

#

Yes

#

I haven't learned that for coordinates

#

but for triangkes

rare swift
vast shale
#

That's what I am doing

vast shale
#

if I replace that in the equation y = 4/3 x the R gets canceled out

#

perhaps with the distance formula

#

and AB

#

?

#

mm no

#

<@&286206848099549185>

#

I have
B: y = 4/3 x
A: y = -3/4 x

rare swift
#

To formulate an eq of line

#

Y= mx + x where the coeff of x is going to give you slope

vast shale
#

A (4/5 R; -3/5 R)
B (3/5 R; 4/5 R)

rare swift
#

And then use distance formula

vast shale
#

like R = Xsec(x)

#

for B

rare swift
rare swift
vast shale
#

AB?

rare swift
vast shale
#

How should I name the variables

rare swift
rare swift
vast shale
#

of the coordiantes

rare swift
#

Dosent really matter tho

vast shale
#

(x1 - x2)^2 + (y2 - y1)^2 = 2R^2

rare swift
vast shale
#

?

rare swift
vast shale
#

for the problem obs no

rare swift
vast shale
#

yes

#

(x1 - x2)^2 + (y2 - y1)^2 = R^2 2

#

is the same

#

if u want

#

it like that

#

idk

#

perhaps you confused

#

2r^2 with (2r)^2

#

idk

#

what should I do next

#

I am not getting the plan

#

like I am visualizing a system maybe

#

but don't know with which variables

rare swift
#

Wait I fcked up give me some min

vast shale
#

oh ok, don't worry

rare swift
#

Tan 8 degrees

vast shale
#

Yes

#

How

#

?

rare swift
#

I extended the line to meet the x axis so we have y / x = tan x which will give us slope

vast shale
#

so 1/7

#

thankss

rare swift
#

Wlc

vast shale
#

.close

vocal sleetBOT
#
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vocal sleetBOT
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candid ledge
#

can someone please help me understand this

candid ledge
#

I dont really understand the notation they used to describe L

#

or how they came up with it

vocal sleetBOT
#

@candid ledge Has your question been resolved?

vocal sleetBOT
#

@candid ledge Has your question been resolved?

sweet flower
# candid ledge can someone please help me understand this

Okay this isn’t my field, but it looks like the center circle denotes accept states, starting at the left side. Since the empty word (?) is allowed n=0 is permitted. Then on the right following the arrows, ø->a->b gives ab which is acceptable, otherwise continue to ->a->b which is acceptable… therefore any number of ab combinations is permitted. Therefore (ab)^n where n is an element of the integers greater than or equal to zero builds the language

#

It’s in set-builder notation

vocal sleetBOT
#

@candid ledge Has your question been resolved?

vocal sleetBOT
#
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next burrow
#

Would someone mind helping me step by step through this

mellow oyster
#

6700 * 0.05 * 3 is where the 1005 interest comes from for that loan

#

then your total payment with the dealer would be the 300 down payment plus the 6700 you borrow plus the 1005 interest on that

#

add those up, divide by 36 since you make a payment every month for 3 years, and that's your monthly payment with the dealer

vocal sleetBOT
#

@next burrow Has your question been resolved?

vocal sleetBOT
#

@next burrow Has your question been resolved?

vocal sleetBOT
#

@next burrow Has your question been resolved?

#
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vocal sleetBOT
#
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vast shale
#

hello im doing a question on partial fractions and i dont know the decomposition for cubic polynomials....

gentle thicket
#

polynomial division

#

?

vast shale
#

long division?

gentle thicket
vast shale
#

am i supposed to do long division first ?

gentle thicket
vast shale
#

okay ill try

gentle thicket
#

the degree of numerator has to be strictly less than the degree of the denominator

vast shale
#

OK 👍🏻

#

thanks mate

#

.close

vocal sleetBOT
#
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vocal sleetBOT
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heady quest
vocal sleetBOT
heady quest
#

Find the focus, vertex, axis and directrix equations of the following parabola.

#

where did the +9 come from

#

In the first three lines

gentle thicket
heady quest
#

but how do i know which number to add

#

this seems hard

gentle thicket
twin meteorBOT
gentle thicket
#

you'll try to add a "a^2" term

#

which makes it $(x+a)^2$

twin meteorBOT
heady quest
#

i have no idea what you just said

gentle thicket
#

it is not always a definite procedure

#

you've to think about it calmly and understand it

heady quest
#

yknow what ill just skip this question

#

im sure they wont give us hard stuff like this in the test

#

.close

vocal sleetBOT
#
Channel closed

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gentle thicket
vocal sleetBOT
#
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tardy jetty
#

Hi, I had a question about formulating statements and one of which was say “If a series converges, we know that the sequence {an} as n->inf is 0 or the nth term is 0” and from contrapositive “If the nth term is not 0, the series does not converge; it diverges” I also know it is not proper to say “If the nth term is 0, the series converges” as we know the statement is true only with the condition that when the series converges the nth term is 0.

So my question was is there an example of when the nth term is 0 but the series diverges? Thanks.

tardy jetty
#

Note: infinite series

#

Forgot to clarify

inner osprey
#

when you say "the nth term is 0" do you mean "the limit of {a_n} as n approaches infinity is 0"

inner osprey
inner osprey
tardy jetty
#

ohhh

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tysm!

#

wait nvm

tardy jetty
#

when p<1, doesnt the sequence {a_n} as n->inf approach infinite and not 0

inner osprey
#

no

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that is p < 0

#

for 0 < p < 1, {a_n} approaches 0

tardy jetty
#

OHHH

#

fire 🔥

inner osprey
#

indeed 🔥

tardy jetty
#

i love math

#

ty chat

#

.close

vocal sleetBOT
#
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vocal sleetBOT
#
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graceful grail
#

If sin10°=k, sin280°=?

vocal sleetBOT
short pilot
#

Sin(270+10)

graceful grail
#

Ik that

short pilot
#

So

graceful grail
#

And that turns into -cos10

short pilot
#

Ok

#

and (sin10)^2+(cos10)^2=1

rare swift
graceful grail
#

And the answer is -sqrt(1²-k²)

rare swift
#

Yea

graceful grail
short pilot
#

Do u know

rare swift
short pilot
#

sin^2x+cos^2x=1

graceful grail
#

Im dumb

#

Ty

#

I didnt notice that

#

.close

vocal sleetBOT
#
Channel closed

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short pilot
#

Nvm

rare swift
dusty jolt
#

Wait... Is this sin and cos channel?
Trigonometry?

vocal sleetBOT
#
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vocal sleetBOT
gentle thicket
#

erm
what you are supposed to do here?

honest flame
#

Yea ig

olive stag
#

prime factor tree is correct way?

honest flame
#

uh no i think

#

Bro just strike off

olive stag
honest flame
#

Square and root

#

-_-

olive stag
#

how do i find root of 229.7

honest flame
#

you get same value tf

olive stag
#

can u use more mathematical term than strike off idk what that means

loud walrus
#

(Sqrtx)^2 = x

honest flame
#

Square root is written as

olive stag
#

can you prove that

honest flame
#

Power of half

#

Sure I can prove it

#

consider x as a term

olive stag
#

ok i know what to do but i need proof

honest flame