#help-19

1 messages · Page 165 of 1

acoustic yacht
#

honestly i just raw dogged it not using a formula but indeed it is correct

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how do you come with formulas so easily

dense moth
dense moth
acoustic yacht
#

but eitheir way with formula you would have to do trial and error

acoustic yacht
#

how so

dense moth
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B = 9

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So a can be anything logically

acoustic yacht
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can you give an example

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xor-11

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surreal summit
#

Currenty trying to sniff around in the economic field, and I for some reason can't wrap my mind around the math. Honestly you can skip the context parts if u want, but I added them for clarity.

Context:
Equation 2.1 is a general functional form—it does not specify exactly how Q var-
ies with the explanatory variables, p, pt, and Y. The estimated demand function that
corresponds to the demand curve D1 in Figures 2.1 and 2.2 has a specific (linear)
form. If we measure quantity in millions of lbs per month, avocado and tomato prices
in dollars per lb, and average monthly income in dollars, the demand function is

Q = 104 - 40p + 20pt + 0.01Y. (2.2)

When we draw the demand curve D1 in Figures 2.1 and 2.2, we hold pt and Y at
specific values. The price per lb for tomatoes is $0.80, and average income is $4,000
per month. If we substitute these values for pt and Y in Equation 2.2, we can rewrite
the quantity demanded as a function of only the price of avocados:
Q = 104 - 40p + 20pt + 0.01Y
= 104 - 40p + (20 * 0.80) + (0.01 * 4,000)
= 160 - 40p.

AND

Answer (important part) (still text from the book)

  1. Express the price that consumers are willing to pay as a function of quantity.
    We use algebra to rewrite the demand function as an inverse demand function,
    where price depends on the quantity demanded. Subtracting Q from both sides
    of Equation 2.3 and adding 40p to both sides, we find that 40p = 160 - Q.
    Dividing both sides of the equation by 40, we obtain the inverse demand function:
    p = 40 - 0.025Q

QUESTION:
By subtracting Q from both sides I should get 0 = 160 -40p -Q
-> Then by adding 40p to both sides I should get 40p = 160 - Q
-> Finally by dividing both sides I should get p = 4 -0.025Q.

HOWEVER, the book says that it equal p = 40 -0.025. Am I missing something?

odd edgeBOT
#

@surreal summit Has your question been resolved?

surreal summit
#

<@&286206848099549185>

sour notch
#

to me it looks like the book made a mistake with saying p=40-0.025Q instead of p=4-0.025Q

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cause 160/40 is just 4

surreal summit
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Problem is that it goes on using it

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So it can't be a mistake

sour notch
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the book itself already uses the equation 40p=160-Q which would definitely result in p=4-0.025Q so i do believe it is a mistake
either way, the anser to that question in the picture equals the same because 40-40=4-4

#

in this case i would say it´s okay to assume the book made a mistake, unless there are multiple excercises with the exact same problem

surreal summit
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But they keep on using those numbers. Ngl the lack of explanation this book provides makes me not want to study economics. I'll close the channel though. Thanks for the help denise.

#

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shadow pilot
odd edgeBOT
shadow pilot
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they want me to determine the domain of this (f/g)

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i got 1 -sqrt2 and 1+ sqrt 2 when i did quadratic

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the correction sheet says -1 and sqrt 2

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did i do something wrong

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i did quadratic with g(x) since its denominator

south plume
south plume
shadow pilot
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so just a problem in the correction

south plume
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maybe

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show what they wrote

shadow pilot
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wait i misread it it says 1 plus minus sqrt 2

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i read it differtently

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im the one on smth

south plume
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lmao

shadow pilot
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ty

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,ckise

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'.close

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mystic saffron
odd edgeBOT
mystic saffron
#

I’m dumb

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heavy wraith
odd edgeBOT
heavy wraith
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Is this function right differentiable in 0

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My solution comes out to 0, but the solution should be 1/2, but I don't see my mistake

vale vapor
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whats in front of the tan?

heavy wraith
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Bgtan

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I mean Bg is in front, so it is Bgtan

vale vapor
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whats that?

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arctan?

hexed hinge
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Arctan

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wow

vale vapor
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i looked it up and i have never seen it written like that in my life

hexed hinge
#

same

heavy wraith
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Where I live we always use Bgtan instead of arctan

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Yeah

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That is what I though I should do

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This is what I should get

hexed hinge
vale vapor
heavy wraith
vale vapor
hexed hinge
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because you are not dutch unfortunately

heavy wraith
vale vapor
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lol

hexed hinge
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really?

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damn

vale vapor
#

jazeker

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(de hypotheker)

hexed hinge
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how does it feel like riding those bikes over there

vale vapor
#

but you write yourself there that /(x-a) with a=0

heavy wraith
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ja das dom

vale vapor
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yet what you wrote down was /x-1

heavy wraith
#

domme fout

vale vapor
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kan gebeuren

heavy wraith
#

Merci

vale vapor
heavy wraith
#

jullie zijn echt legends man

#

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whole anvil
#

Can I do anything with the right side?

whole anvil
vale vapor
#

nope, thats the most simplified form

whole anvil
#

Damn

#

That's sad

vale vapor
#

it is what it is

whole anvil
#

Well thank you

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whole hazel
#

How did we get the red box?

odd edgeBOT
sand horizon
#

Tan² + 1 = sec²

royal herald
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notice only the numerator changed. a pythagorean trig identity is tan^2 = sec^2 - 1

sand horizon
#

Its an identity

frosty badge
#

you can prove the identity from sin^2(x) + cos^2(x) by diving with cos^2(x)

vale vapor
#

$\tan^2=\frac{\sin^2}{\cos^2}=\frac{1-\cos^2}{\cos^2}=\sec^2-1$

clever fjordBOT
royal herald
#

@whole hazel whos message was the most helpful?

whole hazel
frosty badge
#

you'll get $tan^2(x) + 1 = 1/cos^2(x) = sec^2(x) -> tan^2(x) = sec^2(x) - 1$

whole hazel
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Ty

clever fjordBOT
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alex <3

royal herald
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we got bonked by Bonk i guess

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bye

sand horizon
#

Bye

frosty badge
whole hazel
#

ty guys

#

.solved

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stone ermine
#

how do i get to the yellow step? it's not a gaussian integral is it?

vale vapor
#

physicists and notation.....

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im not 100% positive, but i think its an odd-evenness trick

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the integral of an odd function from -inf to inf is 0

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so $\int (x-a\cos(\omega t))^2xdx$ reduces down to $\int -2ax^2\cos(\omega t)dx=-2a\cos(\omega t)\int x^2dx$

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how they get rid of the last integral im not quite sure

clever fjordBOT
vale vapor
#

oh wait, its in the exponent

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disregard my messages then

stone ermine
vale vapor
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who tf puts dx at the front of the integral

stone ermine
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my professor lol

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I found it weird at first but I see it so much now that it’s oddly comforting

odd edgeBOT
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@stone ermine Has your question been resolved?

quasi sparrow
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And looks like you wrote the wave function squared wrong

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Show the full steps

stone ermine
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hmm okay i just copied it off my prof's answer and he didnt show the full steps thats why i got confused

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nevermind i believe its a gaussian integral and he used an identity, ill look it up

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@stone ermine Has your question been resolved?

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weak oriole
#

How do I find x?

odd edgeBOT
weak oriole
boreal crag
#

Can you use the fact that the lines are parallel?

weak oriole
#

Idk

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I hope so that’s literally all it gives me

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Just find x and thst

fair hemlock
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Ur allowed to use calculator right

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Cuz im pretty sure u need sin to do this

weak oriole
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Yeah

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It’s sohcahtoa chatpter

narrow hound
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Even with sinus I don’t think it would be possible

fair hemlock
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U can see that the top triangle is congruent to the bottom triangle

weak oriole
#

Yeah

fair hemlock
#

Well just mirrored

weak oriole
#

Would that mean the other side is also 4 cm?

fair hemlock
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Yes

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Now just use sin(18)

narrow hound
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How you’re getting at this conclusion

weak oriole
#

Ok one sec lemme get calculator

weak oriole
fair hemlock
weak oriole
narrow hound
fair hemlock
#

No sin is opposite over hypotenuse

weak oriole
#

Yeah but ig you just have to assume

fair hemlock
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Two angles are same and one side is shared

weak oriole
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So 4 over x?

fair hemlock
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Yes

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Solve for x

weak oriole
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0.309 = 4/x

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Then multiply by x divided by 0.39 right?

fair hemlock
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Wait

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Wrong one

narrow hound
# fair hemlock AAS

But the side isn’t the same as the other one, one is hypothenus and other one is adjacent

fair hemlock
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Its tan

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Not sin

weak oriole
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OOoH

fair hemlock
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Opposite over adjacent

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Cuz u need x

weak oriole
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Yeah

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So it’s 0.324

fair hemlock
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So tan18=4/x

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Solve for x

weak oriole
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1.3?

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🙏 for help

fair hemlock
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I meant 4/x

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Mb

weak oriole
#

Alr how do I close the channels again

fair hemlock
#

.close

narrow hound
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.close

weak oriole
#

Thx

#

.close

odd edgeBOT
#
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near hazel
odd edgeBOT
near hazel
#

Trying to check these over

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I don’t know if I am absolutely right though

royal crystal
raw gazelle
#

Everything looks right

royal crystal
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Part b as well

raw gazelle
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As long as you calculated the zeroes for the quadratic in part a correctly you should be good

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Looks good 👍

near hazel
#

Hey, also, is graphing a log count as algebra?

raw gazelle
#

Wdym?

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Like graphing a log function?

near hazel
#

Because I was wondering if my graph looks to bad

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I have all the points right, and everything, but it seems like I extended the arrow outside the boundary. Do teachers penalize this usually?

raw gazelle
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No

near hazel
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Ok thank you!

raw gazelle
#

As long as you draw in the asymptote you’re being pretty clear with what you’re saying

royal crystal
#

All that really matters is that you have points and the correct shape

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Oh yeah and asymptote

raw gazelle
#

So it doesn’t really matter if the arrow goes a little bit past the asymptote line

odd edgeBOT
#

@near hazel Has your question been resolved?

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whole anvil
#

I don't get how to do this one

odd edgeBOT
whole anvil
#

Is it even seperable?

karmic lotus
#

hi again

whole anvil
#

Hey 😭

karmic lotus
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its a linear ode

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have you learnt that

whole anvil
#

I have

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I just don't remember

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I know you use integrating factor

karmic lotus
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yeah

whole anvil
#

Let me try to do that

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How do you identify if it is linear when it looks like this?

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Is it due to the +xy?

karmic lotus
chilly ravine
#

erm

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You just factorise it haha

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(1+x)(1+y)

whole anvil
#

How does it multiply?

karmic lotus
#

holup

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you might be cooking

chilly ravine
whole anvil
#

Who?

whole anvil
karmic lotus
whole anvil
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But the (1+x)(1+y) doesn't make sense to me

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What happens between 2 and 3 😭

chilly ravine
whole anvil
chilly ravine
#

2 is just factoring out y+xy

whole anvil
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Yeah

karmic lotus
#

ika pls

chilly ravine
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3 is noticing y(x+1) +(x+1) has the same common factor, ie (x+1)

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take out common factor (x+1) and you get (x+1)(y+1)

whole anvil
#

Aaaaaaah

chilly ravine
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it's a basic common factoring expression so that's why I saw it lol

whole anvil
#

No no ofc

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Idk why I didn't see it

karmic lotus
#

same

whole anvil
#

I was so stuck on the + 😭

chilly ravine
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all the math comp prep memorisation came in clutch 😎

whole anvil
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I wish I tried harder at math as a kid

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I have so many holes due to not caring 😭

chilly ravine
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this question wasn't really a hole imo it's just memorizing

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kinda like not knowing your time tables (yes I don't know them 😬)

whole anvil
#

(Me neither)

karmic lotus
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heresy

whole anvil
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I know the basic ones

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5, 9, 10 (oooh crazy Ik), 2, 4, 1, 6 (partialy 😭)

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But 7 and the later parts of 8 mess me up 🥲

chilly ravine
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I know my squares and the rest I just do mentally (for example if I have 9×8 is just do 8²+8 or 9²-9)

whole anvil
#

Wait so is it seperable?

whole anvil
#

Kinda

chilly ravine
chilly ravine
karmic lotus
#

im glad the timetable has a catchy flow in my language so its easy to remember

whole anvil
karmic lotus
#

you seperated it

whole anvil
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Yeah

karmic lotus
#

gg

chilly ravine
whole anvil
karmic lotus
#

both

whole anvil
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:(

karmic lotus
#

theyre not distinct qualities

whole anvil
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Now what does that mean 😭

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Huh

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What about this?

karmic lotus
#

never saw this lemme read

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who are you to say that theres no "linear" bubble under yes seperable

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it just isnt significant cuz separating is many times easier

whole anvil
#

That's how I understood that slide 🥲

karmic lotus
#

just choose a method

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they all work

chilly ravine
karmic lotus
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all it says is that theres another option if you cant separate it

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did they teach a third method tho

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whats under good luck

whole anvil
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Like

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If neither works

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Good luck

chilly ravine
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yeah I thought so too

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but it's pretty easy still ngl😭

karmic lotus
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nono my uni taught a third method

whole anvil
#

🥲

karmic lotus
#

homogenous odes

whole anvil
#

Yeah they're a part of this

chilly ravine
karmic lotus
#

nah 1st

chilly ravine
#

I kinda forgot what the names meant

karmic lotus
#

my 2nd order slides only cover linear

whole anvil
#

I think

karmic lotus
whole anvil
#

Homogenous is if it ends in 0

karmic lotus
#

so if you turn x and y into tx and ty you can factor out t^n nicely

whole anvil
#

Inhomogenous is if it has shit going on after =

whole anvil
karmic lotus
#

.

whole anvil
#

Thanks y'all

#

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shell finch
#

pls help me im stuck for more than hour

vale vapor
#

!status

odd edgeBOT
#
What step are you on?
1. I don't know where to begin.
2. I have begun but got stuck midway.
3. I got an answer but I was told that it's wrong.
4. I got an answer and would like my work checked.
5. I have a question about someone else's work/solution.
6. I have completed the problem and don't need help anymore. Thank you.
7. None of the above
shell finch
#

1

vale vapor
#

there are multiple ways to approach it

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y=mx+c is in a form called slope-intercept form

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where m is the slope (how steep the line is)

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and c is the intercept (where it crosses the y-axis)

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to find c, we simply need to look where the line crosses the y-axis

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what is c?

shell finch
#

at 20?

vale vapor
#

yep

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the intercept (c) is 20

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and now, what is the slope?

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i.e. if x moves by 1, how much does y go up or down

shell finch
#

3

vale vapor
shell finch
#

i can only see that when x moves by 1 y moves by 3

vale vapor
#

it goes 5,10,15,20,25,...

shell finch
#

oh ok

vale vapor
#

so yes, it moves 3 squares

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but every square is actually 5 units

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(in the y-direction)

shell finch
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so when x moves by 1 y moves by 15

vale vapor
#

yes!

narrow hound
#

wonderful

shell finch
#

thanks

vale vapor
#

to conclude, what are m and c?

shell finch
#

y=15x+20

vale vapor
#

perfect!

shell finch
#

les go finally i got it

#

thanks

#

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tepid quarry
#

$ax+bx+ay+by$ we need to factor by grouping terms.

clever fjordBOT
#

Simon James B

tepid quarry
#

if we group the first 2

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$x(a+b)$ if we factor the last 2 $y(a+b)$

clever fjordBOT
#

Simon James B

tepid quarry
#

so now a+b is also a common factor here

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$x(a+b) + y(a+b) = (a+b) + x + y$ is what i said but it is not right

clever fjordBOT
#

Simon James B

tepid quarry
#

and i have no diea why

vale vapor
#

try replacing a+b with c

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and see if you can do it then

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$xc+yc$

clever fjordBOT
tepid quarry
#

same thing tho just different common factor

rapid reef
#

x(a+b) + y(a+b)
Factor (a+b)
(x+y)(a+b)

vale vapor
odd edgeBOT
tepid quarry
vale vapor
tepid quarry
#

c(x+y)

rapid reef
vale vapor
#

now replace c with (a+b) again

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then what do you get?

viscid flint
tepid quarry
#

x(a+b)

vale vapor
#

$c(x+y)$ and $c=(a+b)$

clever fjordBOT
tepid quarry
#

a = ax nad b = bx

the common factor is x right and a+b would be x(a+b) i do not understand thatt

vale vapor
#

do you see why?

tepid quarry
#

no

#

i just started this lesson today with grouping terms and i am stuck very very very stuck

#

got the idea of grouping terms to help us ig but the rest not so much

vale vapor
#

okay, lets work backwards

#

assume (a+b)(x+y) is the solution we want

tepid quarry
#

right

vale vapor
#

try to distribute the terms

tepid quarry
#

ax + ay + bx + by

vale vapor
#

can you show your steps?

tepid quarry
#

you multiply each from the first with each of the second

#

what is there to show

#

(a+b)(c+d) = ac + ad + bc + bd

vale vapor
#

its nice that youre able to see it that quickly

#

do you notice how that right hand side is what is being asked in your current problem?

tepid quarry
#

yea

#

ig i got it

vale vapor
#

so then do you see how its equal to (a+b)(x+y) and not (a+b)+x+y

tepid quarry
#

yea

#

.close

odd edgeBOT
#
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ocean nest
odd edgeBOT
ocean nest
#

Hi, how to show that a function is good for derivation?

#

in the correction they use limits as well which i didn't understnad

quasi sparrow
ocean nest
#

i was not aware of that

lapis rain
#

They should have made you aware of it if they're giving you exercises whose solutions use it ...

ocean nest
#

i am catching up with missed classes

#

is that this formula: $\tau(x) = \frac{f(a+h)-f(a)}{h}$ ?

clever fjordBOT
ocean nest
#

lim for h \to 0?

quasi sparrow
#

Should be f'(a) on the left side

weary pelican
#

and missing the limit

odd edgeBOT
#

@ocean nest Has your question been resolved?

#
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winged bear
#

How would i calculate the GCD of 9 9 digit numbers where each number has the digits from 0-9 but no repeats

winged bear
#

is it 3?

#

i think its 3

nimble blaze
#

3 would be a common factor but it won't be the greatest

winged bear
#

woah moderator

#

an honour

nimble blaze
#

disability rules indicate a higher common factor, but that isn't necessarily the greatest either

winged bear
#

i think i explained it really badly

nimble blaze
#

also if it has digits from 0-9
those would be 10 digit numbers

winged bear
#

also the digits can't repeat so if one number ends in 1 none of the others can

#

my fault

#

its 9 digits and you choose 9 digits from 0-9

nimble blaze
#

do you have a pic of the original problem

winged bear
#

yeah

#

but the original is a bit differeny

#

ive started by trying to work out the gcd

nimble blaze
#

if you don't use 9, they'd all be divisible by 9

winged bear
#

hmm

#

thats good to know

nimble blaze
#

but there could potentially be a higher possible value

#

is this supposed to be a coding question?

winged bear
#

I don't think so but I'm not sure

#

which is why I was hesitant to put the full question here

#

cause ik you can work out te gcd mathematically

nimble blaze
#

don't think there's an easy way to do this

signal yacht
#

oh wait nvm it's just above

#

really sorry

winged bear
#

no worries

winged bear
#

cause i got it as a puzzle

#

but no solutions 😦

signal yacht
#

this genuinely feels like something id read in like leetcode lol

nimble blaze
#

who gave the puzzle

winged bear
#

should i ask a coding discord maybe

#

no its not supposed tobe done with coding

nimble blaze
#

if the GCD is 9, the answer won't be unique
so it should be something higher

winged bear
#

I think 27 could work as well

#

or any other higher power of 3

odd edgeBOT
#

@winged bear Has your question been resolved?

winged bear
#

.close

odd edgeBOT
#
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ember pelican
#

answer needs checking

odd edgeBOT
#

Please don't occupy multiple help channels.

signal yacht
#

i mean it looks fine

odd edgeBOT
#

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deep willow
#

So I have the answer for this which is ( C ) - pi/18 +( pi/9)n

I really need help with the steps and how this works, it is trigonometry, I am good at math but I forgot how this question gets solved, please help ❤️

Question 11 btw

wooden gorge
deep willow
#

What

mental wharf
#

then you can use the second to find a general form instead of a single solution

deep willow
#

Yea

#

Tan 5x = 1/tan4x

#

Hm

mental wharf
#

dont write it like that tho

#

write cot(4x) as tan((pi/2)-4x)

odd edgeBOT
#

@deep willow Has your question been resolved?

odd edgeBOT
#

@deep willow Has your question been resolved?

odd edgeBOT
#

@deep willow Has your question been resolved?

#
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deep willow
#

.close

#

.Close

odd edgeBOT
#
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sturdy geode
#

may i get help

odd edgeBOT
warped glacier
sturdy geode
#

isnt smth missing here

warped glacier
#

what does that mean?

#

show the original question please

sturdy geode
#

i am supposed to use pythagorean / euclid theorem, the original question is in my language, lemme translate it:

In the right triangle ABC (γ=90°), a=4cm, cb=6cm. Calculate side b side c.

#

but i feel like smth is missing there

warped glacier
#

a = 4cm?

sturdy geode
warped glacier
#

that notation isn't right

sturdy geode
#

yea i was wondering if i am dumb

warped glacier
#

like a is the side opposite angle A

#

but then CB is already 6cm, so it's impossible

sturdy geode
#

so in conclusion, C will be longer than 6cm but like

odd edgeBOT
#

@sturdy geode Has your question been resolved?

woven pier
#

We can only conclude that 'a=4cm' implies that the side opposite to angle A = 4cm, which is BC, but again, CB = BC = 6cm is given in the question. So the question is not properly communicated. Also, was any diagram given originally, or did you just out of the blue drew one?

sturdy geode
#

Cb is not BC

#

i solved it

woven pier
#

Ok, then are you done?

#

If you are, then .close it.

#

!done

odd edgeBOT
#

If you are done with this channel, please mark your problem as solved by typing .close

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#

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carmine sentinel
#

Help please

odd edgeBOT
carmine sentinel
#

How do I do this?

odd edgeBOT
#

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pastel matrix
odd edgeBOT
wooden gorge
#

!status

odd edgeBOT
#
What step are you on?
1. I don't know where to begin.
2. I have begun but got stuck midway.
3. I got an answer but I was told that it's wrong.
4. I got an answer and would like my work checked.
5. I have a question about someone else's work/solution.
6. I have completed the problem and don't need help anymore. Thank you.
7. None of the above
pastel matrix
#

Is it x = -3/4 and then for the terms -3/4, 2, -13/4

#

Is that the answer?

wooden gorge
pastel matrix
#

Thanks

#

would the answer to part b. od the question be $750

pastel matrix
#

Ok

#

Thank you

odd edgeBOT
#

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#
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royal aurora
odd edgeBOT
quasi sparrow
#

uh not enough information

royal aurora
#

Lemme grab some

quasi sparrow
#

Oh yes the x axis width is inconsistent

#

Each square should represent the same spacing

royal aurora
#

So what would I put down as the 2 answers?

#

Sorry im really confused 😖

#

..?

quasi sparrow
royal aurora
#

So the scale on the horizontal axis should go up om equal-size?

quasi sparrow
#

Yes

royal aurora
#

What about the other mistake

quasi sparrow
#

Were you taught histograms should start at 0 on the x axis

royal aurora
#

I wasn't in for the first few lessons

quasi sparrow
#

Or that there should be gaps between the bars

#

Go borrow some notes then

royal aurora
#

.close

odd edgeBOT
#
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odd edgeBOT
#
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timid sky
#

What exactly is the mathematical rigour behind these "theorems"? X and F are Laplace Transforms

odd edgeBOT
#

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cosmic obsidian
#

Hello! I'm working on a project involving atmospheric dispersion modeling, especially related to particle dispersion (e.g., radioactive fallout). Can someone recommend any key papers, books, or resources on the topic? Computational methods and practical applications are of particular interest.

odd edgeBOT
#

@cosmic obsidian Has your question been resolved?

deep willow
#

Hm

#

Did you try asking chatgpt

#

It could help sometimes

cosmic obsidian
#

yeah, it gave me some ideas but i prefer real people opinions lol

deep willow
#

Fair

odd edgeBOT
#

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whole hazel
#

What’s a way I can remember the cos tan relation?

whole hazel
#

Is there a way I can get it geometrically w/ a right triangle r sum?

lethal spoke
#

Do you know the trig identity
Cos²x + sin²x=1

whole hazel
#

Yes

lethal spoke
#

Then express cos x in terms of tan²x

#

To find out if cos x is positive

whole hazel
#

Ty

#

.solved

odd edgeBOT
#
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mystic saffron
#

In the following graph, AC=AD and BE=9, EC=7.
Find DE.

mystic saffron
meager juniper
#

Let F be the intersection of AC and ED. Triangles AFD and EFC are similar. This should be enough information to find a and x using a system of equations.

#

@mystic saffron

mystic saffron
#

thanks

mystic saffron
meager juniper
#

!show

odd edgeBOT
#

Show your work, and if possible, explain where you are stuck.

mystic saffron
#

theta + aplha = 90

#

mm

#

7k = 16

#

?

#

above

#

is not useful

#

right

#

no

#

16

wooden gorge
#

Chasing angles is no help

mystic saffron
#

s0

#

so

#

maybe

#

k is 16/7

#

and a = 16

wooden gorge
#

You get two equations:

AC • DE = AD • CE + DC • AE
DE² = DC² - CE²

#

Now the question is, how to explain it without ptolemy's

meager juniper
#

Let b = FC, let c = EF, let k be the constant of similarity.

7^2 + x^2 = 2a^2
(a-b)^2 + a^2 = (x-c)^2
c^2 + 7^2 = b^2
c = k(a-b)
b = k(x-c)
a = 7k

5 unknowns, 5 equations.

There's probably a nicer approach though

mystic saffron
#

mm yeah, I don't think they want me to use matrices or sm like that

#

idk

wooden gorge
# mystic saffron

Here, CX = 7/16 a, XA = 9/16 a --- (by bpt)
Now,

DE² = DC² - CE²
DE = DX + XE = √(a² + XA²) + √(CX² - 49)

#

That's the simplest it can get.

#

Solving wouldn't be too tough if you plug value of (2a² - 49) from equation 1, to equation 2

mystic saffron
#

I'll return in a coupole of hours

#

I'm in class

odd edgeBOT
#

@mystic saffron Has your question been resolved?

odd edgeBOT
#

@mystic saffron Has your question been resolved?

odd edgeBOT
#
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odd edgeBOT
#
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rose herald
#

i need help with this please

odd edgeBOT
rose herald
#

i know how to grid the normal ones, but i dont know how to solve these and grid them, all i know is to isolate the Y and nothing after that

static nacelle
#

Solve for y, and then grid as if it was a normal one

rose herald
#

what do you mean?

#

can you just help me?

#

bruh

#

please someone

#

<@&286206848099549185>

olive needle
#

What is confusing you?

rose herald
#

like

#

when i isolate the y

#

i js dont know

#

after that

olive needle
#

!occupied

odd edgeBOT
#

Someone else is already using this help channel. If you need help with a question, please open your own help channel/thread (see #❓how-to-get-help for instructions).

rose herald
#

shut up

#

please

olive needle
#

<@&268886789983436800>

#

So do you know what a dependent and independent variable are?

rose herald
#

how would that corelate to the question

#

but ys

#

yes i do

#

x and y

olive needle
#

Because that will allow you to begin plotting some points for each equation.

rose herald
#

i just need a follow through of the steps

#

cause im stuck

olive needle
#

If you put each equation into y = mx + b form, you will make x the independent variable and y the dependent variable.

#

From there, it's just a matter of choosing any value for x and solving for y. That will give you an (x,y) ordinal pair which you can plot.

lavish slate
#

??

odd edgeBOT
#

@rose herald Has your question been resolved?

odd edgeBOT
#
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scenic cypress
#

okay so im currently doing a practice test my teacher gave me, its about working with formulas concerning parabools for the most part, there is a question on the practice test that goes as following:

from the parabool p: Y = -1/6X^2 + bx + 2, the Y-top is 2.2/3
calculate the intersects of the X-axis algebrically

usually i would do a ''stelsel vergelijking'' but im not sure if thats possible, and they dont really use it in the answer sheet, this is the answer sheet for anyone wondering

outer coyote
#

what does oftewel and geeft mean

#

😭

scenic cypress
#

LMAO OH YEAH ITS IN DUTCH

#

en = and
geeft = gives
oftewel = aka/in other words

#

dus = so

outer coyote
#

wait so the parabola's (think uve been calling them parabools) equation is $y = \frac{-1}{6}x^2 + bx + 2$, right?

clever fjordBOT
#

poudel

scenic cypress
#

true

outer coyote
#

and $y$ top just means that the turning point is at $y = 2 \frac{2}{3}

clever fjordBOT
#

poudel
Compile Error! Click the errors reaction for more information.
(You may edit your message to recompile.)

outer coyote
#

ok

scenic cypress
#

ik it dont make a difference but the negative sign is infront of the fraction not on the 1

#

yeah basically

outer coyote
#

and we need to work out where it intersects with the x axis

#

ok got it

#

are you familiar with this form for a parabool

#

$y = a(x - h)^2 + k$

#

its known as the vertex form

scenic cypress
#

yea for the top point

clever fjordBOT
#

poudel

scenic cypress
#

h is the x coardinates for the top and k is the y coardinates for the top

outer coyote
#

yeah

scenic cypress
#

mhm

outer coyote
#

dont think u need it tbh I was going to say rearrange it into that form

#

but its better to just

#

sub in $y = 2 \frac{2}{3}$

clever fjordBOT
#

poudel

outer coyote
#

into the parabool

#

and solve for x like that

#

$y = \frac{-1}{6}x^2 + bx + 2$
\ \ $\frac{8}{3} = \frac{-1}{6}x^2 + bx + 2$

clever fjordBOT
#

poudel

scenic cypress
#

how can i solve for x if b is unknown?

outer coyote
#

hmm

scenic cypress
#

it looked simple but the more i thought about the less sense it made

outer coyote
#

oh wait

#

did you know this asw

scenic cypress
#

fuck he means w ytop is 1.5 of b squared + 2

scenic cypress
outer coyote
#

as well sorry lmao

scenic cypress
#

where did he get that from?

outer coyote
#

$x_{top} = -\frac{b}{2a}$, when $y = ax + bx + c$

scenic cypress
#

dude i finished the whoel unit and i thoguht i was a 1000 precent ready but this odnt make sense

#

for this xt = 3b

#

i got that

clever fjordBOT
#

poudel

scenic cypress
#

I KNOW

outer coyote
#

then you just sub x top into the parabool

scenic cypress
#

b

#

is unkiwng

#

unkown

#

i need to find b

#

and then solve

outer coyote
#

listen

#

solve for y top in terms of b

scenic cypress
#

wym?

outer coyote
#

do you know how to do that?

scenic cypress
#

fuckj no

outer coyote
#

yeah alr

#

you know that x top is 3b right

scenic cypress
#

yea

outer coyote
#

thats what you were just showing me

#

yeah aight

#

now

#

if you sub x top into the parabool

#

what do you get

#

you get y top

#

i hope you knew that

scenic cypress
#

yea but idk what the xtop is, i know its 3bs but no idea what the vlaue of b is

outer coyote
#

yeah we're getting to that

#

you don't need to know what b is yet

#

just do what i'm saying rn

#

and you'll understand trust

scenic cypress
#

so do i substitute x for 3b?

outer coyote
#

yes

scenic cypress
#

alr 1s

outer coyote
#

since the coordinate for the vertex is (x top, y top)

scenic cypress
#

i got b = 1.86666667

outer coyote
#

,ask what is 2/3 in decimal

outer coyote
#

according to the answer sheet you're wrong

#

what did you do after I told you to work out y top in terms of b

scenic cypress
#

yeah i know

#

idk how

#

ok so

#

i substitued x for 3b

outer coyote
#

$y_{top} = -\frac{1}{6}(3b)^2 + b(3b) + 2$
\ \ $y_{top} = -\frac{1}{6} \times 9b^2 + 3b^2 + 2$
\ \ $y_{top} = -\frac{3}{2} b^2 + b^2 + 2$
\ \ $y_{top} = -\frac{1}{2} b^2 + 2$

#

is what you should have rn

scenic cypress
#

so -1/6 of 9b is -1.5b + 4b ( bx for x is 3b is 4b no?)

#

huhh

#

wait

#

ok makes sense that its 3b squared

#

OOOOOHHH

#

okay

#

wait

clever fjordBOT
#

poudel

outer coyote
#

you should've gotten this

#

what mistake did u make lmao

#

i see your mistakes

scenic cypress
#

it just brainfarts icl

#

but its really wierd ngl

outer coyote
#

you turned (3b)^2 into 9b instead of 9b^2
and you turns b x 3b into 4b instead of 3b^2

#

lmaooo

scenic cypress
#

i thought of substituting x for 3b

outer coyote
#

massive brainfarts

scenic cypress
#

but i got a completely different anwer 😭

#

i dont blame mytself tho

#

i slept at 7pm and woke up at 12 am

#

yea

#

its very confusing

#

ill go with the rest of the answer sheet

#

hey uh can i like somehow go back to this afte ri close it

outer coyote
#

yeah allg

#

gl

scenic cypress
#

.close

odd edgeBOT
#
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odd edgeBOT
#
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viral tapir
#

B is a brain teaser and im having trouble wrapping my head about how to do it

ocean bramble
#

,rotate

clever fjordBOT
viral tapir
ocean bramble
#

you know that 114 perform in band.
you know that 56 perform in chorus.
You also know that 75% of the 212 perform in something, which are 159

#

i'm assuming "either band or chorus" includes playing band, playing chorus, or playing both

viral tapir
#

Wait hold on

ocean bramble
#

the best way to visualize it is probably drawing a venn diagram

viral tapir
#

So 75 percent of 212? Why not the 170?

ocean bramble
#

because that assumes that you can only perform one of those

#

you're never told that. In fact, you're explicitly asked how many do both

viral tapir
#

So is that 75 percent of 212 how many do one or the other not both?

ocean bramble
#

no, im counting that 75% of 212 (159) as they do band, they do chorus, or they do both band and chorus

viral tapir
#

It says either tho not both

ocean bramble
#

yeah, because english fucking sucks

viral tapir
#

Ik thats why im not going to be an english teacher

ocean bramble
#

i guess you can do it assuming it does not include the both as an option

viral tapir
#

So we have the 170 which is all the band and choir and we have the people that do one or the other which is 159 so we subtract it and we end up with 11 doing both?

ocean bramble
#

you'd have something like this:

#

A would be only band, C only chorus, and B would be both

viral tapir
#

k

ocean bramble
#

you know that A+B = 114, and that B+C=56

#

and that A+B+C = 159

#

so as you said, B = 11

#

you could understand the 159 as doing only A+C=159, bud you'd notice than then you'd have B=6.5, which obviously cannot be

#

and thus why english suck

viral tapir
#

Ik thats why i focus double the time in math

#

Anyways tysm for your help

viral tapir
#

Nvm got it

odd edgeBOT
#

@viral tapir Has your question been resolved?

odd edgeBOT
#
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Show your work, and if possible, explain where you are stuck.
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silent zephyr
#

how do i find the x-intercepts

odd edgeBOT
silent zephyr
#

without the graph

#

or am i supposed to make a graph on my own

real musk
#

you can find the x intercepts when letting y to be equal to 0

#

so your equation would be -x^2+6x+7=0

#

Now try solving for x

silent zephyr
#

uhh

#

i got

#

5x^2=-7

#

@real musk

#

o dot think thats right

real musk
#

hmmm

real musk
#

can you do that?

silent zephyr
#

i cant factor

real musk
#

oh, I understand

#

In this type of problem, its really best of you are able to factor equations

#

I'll help you how to factor

#

so our equation is: -x^2+6x+7=0

#

First we need to multiply the coefficient of the first term and the coefficient of the last term

real musk
#

The coefficient is -1. You can think of it as -1x²

#

And the last term is 7

#

And its coefficient is 7 itself

#

Can you follow up to here?

silent zephyr
#

UMMM

#

ur using big words

real musk
#

ok ok hahaha

#

I'll try to simplify things for you

#

Ok so our equation is -x²+6x+7=0 right?

silent zephyr
#

yes

real musk
#

now -x², 6x and, 7 are what we call terms

#

and coefficients are the numbers in those terms

#

so for example, the coefficient for 4x is 4 because thats the number of it

#

another example, the coefficient for x is 1 because you can think of it as 1x

#

Did you get that?

silent zephyr
#

okok

#

ik

#

yes

real musk
#

Ok for -x², what do you think our coefficient is?

#

Clue is that we can think of -x² as -1x²

silent zephyr
#

1

#

yes

#

-01

#

-01

#

-1

real musk
#

Yes youre correct

#

How about the second term, 6x?

#

What is its coefficient?

silent zephyr
#

6

real musk
#

Nice

#

And how about the last term 7?

silent zephyr
#

7 is just 7

real musk
#

Yes youre correct

#

Now, to factor, we need to multiply the coefficient of the first term and the coefficient of the last term

silent zephyr
#

7

real musk
#

remember that the coefficient of the first term is -1

#

And the last term is 7

silent zephyr
#

oh

#

-7

real musk
#

Correct!

#

Now remember the coefficient of the second term which is 6

#

Now, we need two numbers that if we multiply, it will result to -7 and when we add it, it will become 6

#

Try to think of those two numbers

silent zephyr
#

uhhuhuhuhhuuh

#

-7 an d 1

#

wati

#

wiat

#

7+-1

real musk
#

Nice !!

#

So we have the two numbers 7 and -1

#

Now, you've factored the equation!

#

Did you get it?

#

Wait, Im sorry I made a mistake

silent zephyr
#

yse

#

OKay

real musk
#

Technically you already got the x intercepts which is -1 and 7

#

If you want to continue to learn factoring I can help you

silent zephyr
#

I got it now

#

Thankx

#

so do i just have to factor

#

to find all the x's

real musk
#

Yess

#

First you just have to let y=0 and then solve for the value of x, it can be solved using factoring or any other methods

silent zephyr
#

sighh

#

okay..

#

.close

odd edgeBOT
#
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odd edgeBOT
#
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tawdry pagoda
#

How to understand the concept of limit, continuity and differentation in better ways.

mellow tundra
#

Graphs

#

How have you learnt it tho?

odd edgeBOT
#

@tawdry pagoda Has your question been resolved?

odd edgeBOT
#
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woeful rivet
#

Hi! Im going into 12th and i was wondering what would be the most complex topic here so i can learn ahead

woeful rivet
#

Whats jee

wild hull
#

nvm

wild hull
copper quarry
#

bum chicken

woeful rivet
#

HI WATER BEAM

#

why u still here

copper quarry
#

why not

woeful rivet
#

ur graduated.

copper quarry
#

ye

#

im chillin

woeful rivet
#

this is not chilling

copper quarry
#

integration is easier than vectors

celest acorn
#

not rlly

woeful rivet
#

vectors are so hard

#

😭😭😭😭😢😢😢

copper quarry
#

ive seen their topics

celest acorn
#

highschool = jee level, right?

copper quarry
#

no

woeful rivet
#

WTF IS JEE

copper quarry
#

they are not jee level

celest acorn
#

yeh

#

than vectors harder > integration

woeful rivet
#

waterbeam whats a jee

celest acorn
#

exam

copper quarry
woeful rivet
#

erm

copper quarry
#

u dont need to knwo it but

#

integration u can learn ez vectors u should prob focus more on that

woeful rivet
#

i like integration

#

at least in year 11 methods

#

omg

#

WTF IS THIS

forest sky
#

jee is a university entrance examination given in india, which appears to give people studying for it the impression that it's the only thing worth studying for ever

woeful rivet
copper quarry
#

those are all calm lol

#

u know how to do them

woeful rivet
#

no i dont

forest sky
#

derivatives are really all very formulaic, it's just a matter of learning the appropriate formulas

woeful rivet
#

i know how to use power rule

copper quarry
#

im pretty sure ive seen u do them

woeful rivet
#

...