#help-0

1 messages · Page 921 of 1

pale kestrel
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It is certainly not the letter i for igloo

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and then n

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it is L

eternal sierra
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So it is Ln

strange shale
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Its L dude... Dont listen to the I conspiracy

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Its just that l looks like I

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lIlI

eternal sierra
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Because my math teacher makes some mistakes, he’s a bio teacher

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So just wanted to make sure

pale kestrel
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apparently ln stands for

logarithmus nātūrālis

strange shale
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Ah another Harry Potter spell got it

eternal sierra
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He said there is no proof why e^lnx = e

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But

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There must be one

pale kestrel
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there is none

strange shale
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e^lnx = x (not e)

pale kestrel
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because that's how you define ln

eternal sierra
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But

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Any way to prove it ?

pale kestrel
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usually at least.

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bruh

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You DEFINE it that way

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it's like proving the color white is white

eternal sierra
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What if you multiply both sides by ln

pale kestrel
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???

strange shale
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Multiplying Ln doesnt make sense

eternal sierra
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Y = e^lnx

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I meant

strange shale
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you mean lnY = ln(e^lnx) ?!

eternal sierra
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Taking the natural log

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Of both sides

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Mb

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Yeah

pale kestrel
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what if I count to 3 to prove 3 is the 3rd counting number

strange shale
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The formula ln(a^b) = aln(b) is derived from the definition of logs

eternal sierra
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Then it simplifies to ln(y) = ln(x)

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Thus y = x ?

strange shale
pale kestrel
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$$(x)(1/x) = 1$$

ocean sealBOT
#

Shuri2060

strange shale
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Study their Derivations if you want to get more clarity

pale kestrel
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I just proved x times 1 over x = 1

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idk, bad example

eternal sierra
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But that is a simple expression, but for me when I see

pale kestrel
eternal sierra
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e^lnx

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I can’t just say oh it will simplify to x

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Maybe I’m dumb

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But the

pale kestrel
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That's literally how you define the function ln

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it inverts what exponentiation does

strange shale
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Basically what you are doing is circular reasoning my friend!!!

pale kestrel
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so yes, e^ln x = x is obvious by definition

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ofc some ppl might take different definitions, in case you will be able to prove that fact

strange shale
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We used the the definition to derive the formula you used for your simplification

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And using that formula you derived the definition

eternal sierra
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How do we prove the definitions then

strange shale
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You havent proved anything because its circular reasoning

eternal sierra
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Log(a^2) = 2log(a)

pale kestrel
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You don't.

strange shale
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We dont prove definitions

eternal sierra
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It must’ve been some work

strange shale
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We define functions ourselves!!

strange shale
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Read the derivations of properties of logs if you are curious

eternal sierra
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So where did everything come from

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Such that you don’t use other things

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To find things

strange shale
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The definition of logs... Which can be x^(log_x(y)) = y

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Or you can say it as log_x(a) is the number such that if x is raised the power equal to that number we get a

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This definition is enough to derive all properties of logs

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Or formulas are we may call them

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@eternal sierra Getting it?

eternal sierra
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Yes

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This is fun

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Thanks

strange shale
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Good

strange shale
eternal sierra
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Yeahh

strange shale
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It is so amazing to see things in math with clarity.. In a system of proper formal pure logic

lone heartBOT
#

@eternal sierra Has your question been resolved?

lone heartBOT
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willow stump
lone heartBOT
willow stump
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Hey guys, does it make any sense that this equals 1?

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What I did was say that this equals the imaginary part of (sin1+icos1)^90

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Now (sin1+icos1)^90 is clearly i

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So does that mean that that expression is 1?

vale wigeon
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yes

willow stump
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Wait a minute

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Does that mean the inverse of that expression

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Equals 2^90-1?

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Shit not the inverse

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How do I say that?

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The opposite? Sorry I don't know math terms, all the terms in that row of the pascal triangle except for those

vale wigeon
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i don't know what you mean at all

lone heartBOT
#

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misty bobcat
#

find a function $f: \mathbb{R} \mapsto \mathbb{R}$ which at point x = 0 has infinite derivative and in this point is: $\a)$ continuous $\b)$ not continuous

misty bobcat
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any ideas ?

ocean sealBOT
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Michal

pale kestrel
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you have any ideas?

misty bobcat
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no, to be honest

elfin ermine
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Infinite derivatives or the derivative is infinite?

misty bobcat
pale kestrel
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of both cases

elfin ermine
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Uh, what language is it

misty bobcat
elfin ermine
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Ah fuck

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So infinte derivatives would be easy i think

pale kestrel
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I think infinite derivative is easy but ok ...

elfin ermine
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You could use $e^x$ and $\frac{e^x}{x}$

misty bobcat
ocean sealBOT
pale kestrel
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yes

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wait a sec

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b) doesn't rlly make sense does it?

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how the heck can a derivative be defined when the point is not continuous

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it probably wants 1/x for that one

misty bobcat
pale kestrel
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for a), think about inverses

misty bobcat
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what about sqrt(x)

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is defined at zero

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but derivative is undefined at 0

pale kestrel
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got a problem with x negative

misty bobcat
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and also i have to verify this with calculations

severe sluice
misty bobcat
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idk, its weird excercise

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maybe i have to calculate with somehow with one sidee limits

severe sluice
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or maybe they mean something like -1/x?

misty bobcat
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i think so, something like that

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and then i have to calculate one side derivation

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.close

lone heartBOT
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hollow pelican
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for this question, do i let u to be e^t+3

hollow pelican
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?

alpine sable
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u dont

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u can approach it in a different method

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try change sqrt to 1/2 power first

hollow pelican
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like direct integrating this

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?

alpine sable
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personally i wont directly do it, i would change the power

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of e

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and become (t+3)/2

hollow pelican
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Ok

alpine sable
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and the second step is let u=(t+3)/2

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instead of the whole e

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do u got it?

hollow pelican
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ok

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is it like this?

hollow pelican
alpine sable
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yes

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so thats step 1

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now instead of let u to be e^(t+3), let u be (t+3)/2

hollow pelican
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ok

alpine sable
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or like u wrote, let u be (t/2+3/2)

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its the same

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which doesnt really matter

hollow pelican
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ok

hollow pelican
alpine sable
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yes it is correct

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so now u can directly integral

hollow pelican
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ok

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i think i got it

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do i have to calculate out -2e^2?

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for the constant

alpine sable
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-2e^2 is already a constant

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so ur answer is already finished

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u are all correct now

hollow pelican
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oh okay

hollow pelican
alpine sable
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npnp

dense holly
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Hi, can anyone help me with this? I don't know how to start

lone heartBOT
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alpine sable
#

if i got 2 complex number z1 and z2

lone heartBOT
alpine sable
#

is the argument of complex number z1/z2 equal to arg(z1) - arg(z2)

pale kestrel
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if u dont care about domain of arg

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then ok

alpine sable
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what about modulus

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what does that do

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divide the modulus straight?

pale kestrel
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yh

alpine sable
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so its |z1|/|z2| ah alright

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just wanted to check

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(im just gonna leave this channel open and do some math with this quicktime to check if it works) thanks

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@alpine sable be careful with the modulus

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Especially the inequalities

pale kestrel
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?????

alpine sable
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uh i think i did something wrong

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let me introduce my specific questino

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oh lmao

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its z2/z1 not z1/z2

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lemme try again

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argument is when you inverse the imaginary parts sign right?

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uh no?

pale kestrel
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🚫

alpine sable
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argument is tan^-1(im(z)/re(z))

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aka angle it makes with re(z)

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I see

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everything worked, great. thanks 🙂

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.close

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alpine sable
#

(btw yh ik i could have just divided the two numbers straight but wanted to just try this method too)

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hollow pelican
#

hi guys does anyone know how to do this?

fair crater
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Kind of not math but what have you tried

glacial perch
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i dont remember exactly but there's something like kirchoff's laws to solve

fair crater
#

Yes that would be the way

lone heartBOT
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@hollow pelican Has your question been resolved?

lone heartBOT
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@hollow pelican Has your question been resolved?

raw shard
#

not your channel

lone heartBOT
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@hollow pelican Has your question been resolved?

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tribal needle
#

can someone help explain how to find the answers to this?

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@tribal needle Has your question been resolved?

harsh swallow
#

7?

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@tribal needle Has your question been resolved?

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burnt wren
#

given -- a circle with centre O and a chord AB
CD is the perpendicular bisector of AB that is also a diameter intersecting AB at E
If AE = 4cm and ED is 3 cm find the radius of the circle
(sorry for the bad drawing )

glacial perch
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take radius as r

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write OE as r-3

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use pythagoras theorem in triangle OAE

burnt wren
#

oh okk thanks

#

.close

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covert agate
#

hi

lone heartBOT
covert agate
#

this is how you define concavity stuff right

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take concave upward for example

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after googling, it said ‘function is concave upward iff for every line segment on the curve, the segment is higher than the curve’

covert agate
#

<@&286206848099549185>

lone heartBOT
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@covert agate Has your question been resolved?

covert agate
#

im moving this to calculus channel

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.close

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forest turret
#

i need it in y = mx+c

lone heartBOT
hearty crown
#

find the gradient first

forest turret
#

i have

hearty crown
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c is the y-intercept

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which is

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1

forest turret
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my friends have said its y=2x+1 but i dont know how to get 1

hearty crown
#

c is the value of y where the lines touches the y axis

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in the first graph it crosses at y=1

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so c is 1

gaunt herald
#

Ok so like you need to pick 2 points

hearty crown
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then just plug in m and c into the y = mx+c equation

gaunt herald
#

Change in y/ change in x

forest turret
#

can you guys go throught the next one so i get it

hearty crown
#

the next one do the same

forest turret
#

coz i cannt understand it

hearty crown
#

but remember the gradient will be negative

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just do the question step by step

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1)find the graident (change in y/change in x)

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  1. find value of y-intercept from the graph
forest turret
#

what points do i pick

hearty crown
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3)write the equation y=mc+x and plug in the values of m and c

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any point it doesnt matte

gaunt herald
#

Any point that will make a triangle

hearty crown
#

r

gaunt herald
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Not too long not too short

forest turret
#

pick one for me

gaunt herald
#

A normal triangle so that it could be easy

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Like

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If u want to make it easy as possible

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Make sure that the lines

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Are crossing the boxes like

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Gimme a sec let me draw

forest turret
#

ok

hearty crown
#

an example

gaunt herald
#

Uhh sorry for the qualityy

forest turret
#

i dont now how to get c still

gaunt herald
#

Its the point where the line crosses the y axis

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Where is the line crossing the y axis?

forest turret
#

what 5,0

gaunt herald
#

U need to get change in y and then divide it by change in x

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So since u got and made a triangle that has as i mentioned the line is crossing the box in half

forest turret
#

so i have got y =-0.5x+c

gaunt herald
#

Waitwait

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The formula is y2-y1/x2-x1 where is x2?

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Y2 is like the furthest point from y axis

forest turret
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can u write the co ordinates

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like for y2 y1 x2 x1

gaunt herald
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(0,1) and (2,5)

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Okayy soo

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We got the coordinates right?

forest turret
#

yh

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still 0,5

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-0.5

gaunt herald
#

Here

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From @lethal tendon is the one who made it while explaning it to me so yeah

forest turret
#

what is the 1 for

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c

gaunt herald
#

Yesss the "+ y" is when the line crosses the y at which point

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It will be negative if the line has crossed below 0 y axis

forest turret
#

so its

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1=-0.5x+c

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which makes c 0.5

gaunt herald
#

Nono

forest turret
#

oh

gaunt herald
#

Again let me give u a better and easier method

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You saw the triangle we did right?

forest turret
#

yh

gaunt herald
#

Okay so i want you to get their coordinates

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Point 1 coordinates and point 2 as well

forest turret
#

(0,1) and (2,5)

gaunt herald
#

Yesss exacty

forest turret
#

so its 0-2 and 1-5

gaunt herald
forest turret
#

to get the gradient

gaunt herald
#

Nono we need change in y

forest turret
#

o

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0

gaunt herald
#

Nope

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In the coordinates

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Its (x,y)

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Always

forest turret
#

ok

gaunt herald
#

Got it?

forest turret
#

so 1,5

gaunt herald
#

Exactly

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Now i want you to sibstract y2 which is 5

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5-1?

forest turret
#

gradient is 0.5 right???

gaunt herald
#

We got change in Y now

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No

forest turret
#

oh

gaunt herald
#

Gradient is 2x

forest turret
#

how

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0-2

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1-5

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-2/4

gaunt herald
#

Since we got the 2 coordinates (0,1)(2,5) we need to get change in y so
In the coordinates always
(X,y)
The formula for gradient is
Change in y/ change in x
Y2-y1/x2-x1

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Always get the second point first put it first

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So now
(0,1)(2,5)
Change in y is
5-1
And change in x is
2-0

forest turret
#

can u solve it and do all the calculations on the paper so i willl know how to do it

gaunt herald
#

Sure but u will have to understand itt

forest turret
#

ohhhhhhhhhhhhhhhhhhhhhhhh

gaunt herald
#

Just last step

forest turret
#

i get it

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but

gaunt herald
#

And now since we have change in y and change in x

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Yeah?

forest turret
#

yh

gaunt herald
#

What is the formula?

forest turret
#

y+2x+c

gaunt herald
#

Nuuu

#

The formula

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Forgradient

forest turret
#

2

gaunt herald
#

YESS

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And you gotthe gradient

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Y=2x + ?

forest turret
#

yh

gaunt herald
#

Where does the y cross?

forest turret
#

c

gaunt herald
#

At...

forest turret
#

1

gaunt herald
#

YESSS

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there u go u did it

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U still didntget it fully?

forest turret
#

wait what question was that

gaunt herald
#

First one

forest turret
#

ohh

gaunt herald
#

On the left

forest turret
#

i was doing te 2

gaunt herald
#

Hdhdbsbs

forest turret
#

can u help me with 2

gaunt herald
#

BOI

forest turret
#

im gonna kill myself

gaunt herald
#

I thought we were dong 1

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Suresure

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Nono man

forest turret
#

ur friend told me

gaunt herald
#

Yeah?

forest turret
#

ok number

#

2

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0.5 is the gradient

gaunt herald
#

Ok let me check

forest turret
#

and c is 2.5?

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did u go?

gaunt herald
#

Nono im here

lone heartBOT
#

@forest turret Has your question been resolved?

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forest turret
#

@gaunt herald is the best helper everrrrrrrrr

lone heartBOT
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vapid oak
#

@gaunt herald@gaunt herald slope applies to m not x, if you apply it to x then the ratio as x changes isn't the same triangle

vapid oak
#

.close

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vapid oak
#

.reopen

lone heartBOT
#

gaunt herald
#

Yess

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Isnt that what i did tho?

vapid oak
#

no

gaunt herald
#

I got -2x
M=-2..?

#

Can u explain it more if u dont mind?

vapid oak
#

yes, m = -2, I just saw that you put it together with x

gaunt herald
#

Ohh my bad

#

Its supposed to be mx=-2x

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Thanks for reminding me

#

Appreciate it

#

Take care and stay safe @vapid oak ty againn :))

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#

.close

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fathom rain
#

How am I supposed to get the length of the side a by using the chart (no calculator)

fathom rain
#

Yeah I know

#

but I only understand how I can do it with a calculator

glass lichen
#

set up an equation for a.

fathom rain
#

sin(70°) = a/2 ?

glass lichen
#

yes, and you know what sin(70) is from the table

fathom rain
#

oh fuck me that was easy

#

thanks

lone heartBOT
#

@fathom rain Has your question been resolved?

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spare timber
#

I'm stuck on this problem. I've been trying to solve for c, but every time i get a difference answer based on which 3 time stamps i use

spare timber
#

i can send my work if that helps

pale kestrel
#

plot the graph

spare timber
#

i have it on desmos

pale kestrel
#

and check it is actually exponential

#

the one from the data

spare timber
#

yes

#

ill send ss

pale kestrel
#

or if it has some scientific error

spare timber
#

its very odd and led me to believe its piecewise function, which doesn't make sense

#

and ive triple checked data points

lone heartBOT
#

@spare timber Has your question been resolved?

spare timber
#

<@&286206848099549185>

fair crater
#

Wait, that graph

spare timber
#

yes>

fair crater
#

Is that of the transformed points or of the original

round owl
spare timber
#

thats of the table

#

i was given in problem

#

am i interpretting question wrong?

fair crater
#

Why is the exercise asking for an exponential transformation...

spare timber
#

yea idk

fair crater
#

I think we're equally lost as you as to why

spare timber
#

should i ask my teacher then

fair crater
#

Anyway the graph seems linear

#

Yeah

spare timber
#

ok

fair crater
#

Also it's not piecewise linear

#

With piecewise linear you get too many parameters to play with

#

And so while your fit to this data is good

spare timber
#

mm

fair crater
#

The likelihood of it fitting to the next time this experiment is performed could be low

#

So a simpler model like just a linear model

#

Is usually encouraged if possible

#

It is only when it is clear there is a quadratic, cubic, exponential curve etc that such transformations are done

#

Else it's not really a wise use of data

spare timber
#

got it

fair crater
#

This (whether a certain modelling decision is wise) isn't very mathematical btw although you could make it mathematical at a very high level later on if you do high level stats

spare timber
#

im not at that level yet lol

#

very far from it

fair crater
#

Well for now, just use common sense

spare timber
#

yep

#

ok thanks for ur help

#

.close

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rancid moon
#

So i thought of a problem that I don't know how to solve. It isn't for school, it just came to me and I was curious, but I don't know how to solve it. I tried, but arrived at a paradox. Here is the problem and my solution. What is the probability that a random point is the midpoint of two given points on the plane?

Here is what I arrived at: There are infinitely many points on the plane and only one that is their midpoint. Somehow you would have to devide by infinity? I don't think you can do that, but if you do I suppose it would be 0. So an event of probability 0 can't happen, and yet we can calculate the midpoint of two points. So I think I misunderstood something about infinity or an event with probably 0 is possible. I am very confused.

wintry lotus
#

Sounds like a Limit problem, if your number of options of points on your plane is not infinite (say whole numbers between (0,0) and (10,10)) then you'd have a % probability, as more points are added, the smaller the % becomes

pale kestrel
rancid moon
#

Yeah

#

Two points

#

On that plane have one

#

Maybe i worded it badly

#

Sorry English is not my native language

rancid moon
#

In school i mean

wintry lotus
pale kestrel
#

'Choose a random Real number'

#

This turns out to be impossible.

#

No such probability distribution.

rancid moon
#

What? This is really interesting, i wanna know more

#

Is there a yt video about it or something i can read?

pale kestrel
rancid moon
#

Thanks

#

I guess my question was answered now, although i don't know enough to understand it

#

But, thanks still

#

Should i do .close?

#

.close

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alpine sable
#

i need help is (2ab)*(a) = 2a^2b ?

lone heartBOT
pale kestrel
#

$$xy = yx$$

ocean sealBOT
#

Shuri2060

pale kestrel
#

multiplication is commutative.

blazing thunder
#

a(b+c) = ab + ac

alpine sable
#

thank you

pale kestrel
#

what

pale kestrel
alpine sable
#

so its 2ab^2

pale kestrel
#

what.

#

$$(2ab)*(a) = ???$$

ocean sealBOT
#

Shuri2060

pale kestrel
#

This is your question correct?

alpine sable
#

tes

pale kestrel
#

Use the fact multiplication is commutative and associative

#

$$xy = yx$$
$$(xy)z = x(yz)$$

ocean sealBOT
#

Shuri2060

blazing thunder
#

it would be 2*a*a*b

#

because it is all multiplied by each other

#

no matter how the brackets are here

#

shuri is right about commutative

#

|| also shuri please help me in my channel PepeCry ||

alpine sable
#

so

#

its

#

2a^2b

#

.close

lone heartBOT
#
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vestal crest
#

just wondered if this is (1/1)^0=1?

lone heartBOT
buoyant kayak
#

answer is correct, reasoning is faulty

vestal crest
#

can you give me a reason then catthonk

buoyant kayak
#

you're just plugging 0 in?

vestal crest
#

yeah

buoyant kayak
#

0^(-2) is undefined

#

you're gonna get a 1^infty form

vestal crest
#

oh right

vestal crest
#

do i substitute x^2

buoyant kayak
#

$\lim_{x\to 0}{(\frac{1}{\cos{x^2}}})^{x^{-2}}=L$

ocean sealBOT
#

a disappointing son

buoyant kayak
#

take the ln of both sides

#

you'll get a different indeterminate form, see what you can do from there

lone heartBOT
#

@vestal crest Has your question been resolved?

vestal crest
#

is there other way to do this? i have never done it this way so i dont really know what to do

buoyant kayak
#

not another way that i'm aware of

#

This calculus video tutorial explains the concept of L'hopital's rule and how to use it to evaluate limits associated with indeterminate forms of zero and infinity. This video contains plenty of examples with ln / natural logs, trig functions, and exponential functions. It contains plenty of practice problems for you to work on.

My E-Book: h...

▶ Play video
#

hour long video, has plenty of examples if you'd like to find some that are similar

#

i'm not sure your familiarity with manipulating limits to use l'hopital

vestal crest
#

yeah i dont have a clue

#

thanks anyways

#

.close

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open plaza
lone heartBOT
pale kestrel
ocean sealBOT
pale kestrel
#

is that a 2 on the left of sin?

open plaza
#

Yes

pale kestrel
#

I dont get whats wrong with drawing a picture

#

its pretty quick to see geometrically

open plaza
#

I don't know what to draw
You can draw the picture if you want

pale kestrel
#

^ this immediately leads you to the result?

open plaza
#

No

pale kestrel
#

ok do you see where i got my picture from

open plaza
#

Well my brother had solved this but i can't understand what he has written

pale kestrel
#

Take triangle ABC. B is right angled.

tan A = 1, so AB = BC.

Let x = AB = BC.

Then AC = x sqrt2

(try to continue this)

#

This is what my diagram represents.

open plaza
#

Ok

#

This will help me thanks

alpine sable
#

Can sm help me

wary stream
alpine sable
lone heartBOT
#

@open plaza Has your question been resolved?

lone heartBOT
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arctic harbor
#

Hello, I need to graph this function, would I first start with graphing the base function y=3^x

arctic harbor
#

I need to graph the transformations of this graph, I like to go step by step, however, what would I place for the parent function of this graph?

#

My assumption is that it is y=3^x but I'm not sure

cursive badger
#

yeah, I would take 3^x, move it right 4 and up 2, then flatten it in half about y=2 and flip it

#

or I would use -.5(3^x) as my reference in the first place

#

@arctic harbor

arctic harbor
#

okay thank you

#

.close

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night folio
#

Can someone please help me with this

lone heartBOT
night folio
#

I need the answer for this problem

wary stream
#

But anyways, what did you try?

night folio
wary stream
#

That's 1 - -4 or 1 + 4

night folio
#

1- -4

wary stream
#

I'm stating

#

1 - -4 = 1 + 4

night folio
#

Oh

wary stream
#

Two negatives makes a positive

#

The rest of the process looks right, you just need to fix the slope and apply the proper slope value

night folio
#

This right?

wary stream
#

Looks like it

night folio
#

Bet thanks

lone heartBOT
#

@night folio Has your question been resolved?

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steady prism
#

Help me please

lone heartBOT
steady prism
#

I’m doing graphing proportional relationships

severe sluice
#

so what are you struggling with?

steady prism
#

And I have no idea what I’ve doing

#

Algebra

severe sluice
steady prism
#

This stuff, I have no idea how to do it

severe sluice
steady prism
#

Nope

severe sluice
steady prism
#

So what if it was like, y is 13 times the value of x how would I write that?

steady prism
#

I’m here

lone heartBOT
#

@steady prism Has your question been resolved?

lone heartBOT
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hoary wasp
#

I need help with a calculas ab question

lone heartBOT
hoary wasp
#

I know it has something to do with derivative and i found the critical points which are pi/4 and 3pi/4

#

im stuck on what to do next to find the maximum value

#

like are they asking for the coordinate at the maximum? because on the graph of the derivative it doesnt go from positive to negative for it to be a maximum during the given interval

#

i asked a question first lol

#

i found out how to do the first 2

#

would the last part be finding the average slope between x=0 and x=pi and then using mvt to find where else that slope exists?

#

<@&286206848099549185>

bright hedge
#

$f(b)-f(a) = f'(c)(b-a)$

ocean sealBOT
#

Yottachad

bright hedge
#

if we rearrange this equation we get:

#

$f'(c) = \frac{f(b)-f(a)}{b-a}$

ocean sealBOT
#

Yottachad

hoary wasp
#

yeah that average slope is equal to the derivative

bright hedge
#

that is, there is some c on the open interval (a, b) such that the f'(c) is the secant slope

hoary wasp
#

yeah but what do i do

bright hedge
#

well first find the thing on the right

hoary wasp
#

i got (2pi+1)/(pi)

#

as the average slope

bright hedge
#

okay

#

f'(x) = 2 - 2sin(2x)

#

so we want:

hoary wasp
#

yeah

bright hedge
#

$2 - 2\sin(2x) = \frac{2\pi + 1}{\pi}$

hoary wasp
#

yup

ocean sealBOT
#

Yottachad

bright hedge
#

and we want 0 <= x <= pi right

hoary wasp
#

yeah

bright hedge
#

okay so we have

#

$2\sin(2x) = \frac{2\pi}{\pi} - \frac{2\pi + 1}{\pi}$

ocean sealBOT
#

Yottachad

hoary wasp
#

wait howd you get that

bright hedge
#

i rearranged the equation before

#

i moved 2sin(2x) to the left and i subtratcted both sides by 2pi+1/pi

hoary wasp
#

whered you get 2pi/pi from

#

this is what i did

#

but then i got stuck

alpine sable
#

he transformed the 2

hoary wasp
#

how though

#

pi/pi wasnt multiplied on both sides no?

#

so how did the 2 change

alpine sable
#

2pi/pi is the same as 2

hoary wasp
#

oh oh oh

#

i got it

#

yeah

alpine sable
#

do u understand why he did that?

pale kestrel
hoary wasp
#

yeah so he can subtract right?

alpine sable
#

lmaooo

#

typo

hoary wasp
#

common denominator

alpine sable
#

sorry

#

wait

#

not typo

#

but brainfart

alpine sable
bright hedge
#

yeah sorry im back

hoary wasp
#

so what happens next

bright hedge
#

it was because of the common denominator

#

so then we get: -1/2pi = sin(2x) i think

hoary wasp
#

it becomes -1/pi

#

and then yeah

#

what you said

bright hedge
#

so then just take arcsin() and divide by 2

#

so we get

#

2x = arcsin(-1/2pi)

#

so then x = arcsin(-1/2pi)/2

#

wait

#

okay okay

#

so we know that sin(x) is 2pi-periodic right

#

so when we take the arcsin() of both sides

hoary wasp
#

yeah

bright hedge
#

we have to add 2pi to the side that x isn't on (because it will be the same angle)

#

so we would actually get:

#

2x = arcsin(-1/2pi) + 2pi*n

hoary wasp
#

wait

#

what

#

you lost me on that one

bright hedge
#

if we add 2pi to an angle

#

it is the same angle

#

right

hoary wasp
#

uhhhh i dont know

#

my teacher never taught me that

bright hedge
#

😦

#

you know how theta = 0

#

and going all the way around the circle

hoary wasp
#

he hasnt told us that

bright hedge
#

(so 2pi radians)

#

is the same thing

hoary wasp
#

idk why he put this question on the quiz

bright hedge
#

quiz????????

hoary wasp
#

if this is how its done then we arent prepared to do that question

#

yeah its a take home quiz

#

due tomorrow

bright hedge
#

well im sorry

#

but one of the rules is that the helpers must maintain academic integrity

hoary wasp
#

........

bright hedge
#

but i will say search up some vids about trigonometry

hoary wasp
#

he hasnt taught us this

#

welp

#

im getting wrong 100%

#

but thanks anyways and have a good day

bright hedge
#

unfortunately all the helper ranks can't help on quizzes

#

you too

#

.close

lone heartBOT
#
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wheat prawn
#

Hey I had a question

lone heartBOT
wheat prawn
#

If 3 150 mg of a radioactive substance decays to 450mg in 73 weeks, determine the half-life of the substance to the nearest week. (logs)

#

how would you write that into the formula

#

i dont get it

pure wasp
#

What formula you using

lone heartBOT
#

@wheat prawn Has your question been resolved?

urban pine
#

i think something like

A(t) = P e^(kt)

the amount A for some principal amount P and time t you can solve for k
and then (using that k) you can find t_half from

1575 = 3150 e^(k t_half)
wheat prawn
#

f=I(r)t/T

#

f= final

#

I= initial

#

r = rate

wheat prawn
#

ill show my work

#

oh

urban pine
#

that's a lot to unpack

#

you're treating exponents very wrong here

pure wasp
#

Wow never seen that before

urban pine
#
  • to cancel the 73 in the exponent you would have to take the 73rd power of both sides (but don't do that)
  • you can't multiply 150 and 0.5 since 0.5 has an exponent
  • i think time t = 73
  • idk where you even got the 150
#

that's assuming your setup is correct

#

which i'm almost sure it's not

wheat prawn
#

3 150's

urban pine
#

is that three thousand?

#

3 * 150 = 450, there would be no decay

wheat prawn
#

then how does the question make sense

#

if there is no decay

#

the answer says 26 weeks

urban pine
#

well you didn't really answer me

wheat prawn
#

ik i did it wrong

urban pine
#

the number is three thousand one hundred fifty?

wheat prawn
#

no?

urban pine
#

the question is entirely reasonable if the initial amount of material is 3,150. as i showed in the setup for my first response
but you said "3 150's" so are you reading this as "three 150's"? because then the question doesn't make sense as there is no decay

urban pine
#

lol

wheat prawn
#

i read it as 3 150's

#

cuz there was a space

urban pine
#

ye sometimes the thousand separators are non-breaking spaces

#

anyway does the setup from before make sense?

lone heartBOT
#

@wheat prawn Has your question been resolved?

lone heartBOT
#
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lusty charm
#

what things, objects, processes, structures can you find at home that can be represented by a linear relation?

wintry lotus
#

anything that is a straight line. Walls, doors, floors, tables, counters, picture frames

lusty charm
#

okay, how so? can you explain why please?

wintry lotus
#

A linear relationship is basically anything that can be found with on y = mx + b, i.e. a straight line. Suppose the floor is y = 0 on the graph, your outer walls are x = 2 and x = 5, the roof is y = x and y = -x.

#

Guess latex took the night off

#

If it is circular, it isn't linear, it would be parabolic in relation

lusty charm
#

this is so advanced

#

does the heat of a kettle work?

#

like it gets hotter and hotter

#

or maybe the price of your property? does that work? i mean it goes up and goes down

pale kestrel
lusty charm
#

oh how so?

pale kestrel
#

just pick things that are clearly linear

#

Your kettle does not heat linearly

lusty charm
#

but its a linear relation?

pale kestrel
#

If it did, I can just keep waiting

#

and eventually it'll be as hot as the Sun

lusty charm
#

ohh i see

pale kestrel
#

^ this is probably heating curve of kettle

#

there is a limit

lusty charm
#

ohh i see

#

so

#

a linear relation

pale kestrel
#

take what was suggested above

lusty charm
#

anything straight basieclaly?

lusty charm
pale kestrel
#

If you have a perfectly cuboid bath

#

the water level as you fill it up

#

is linear over time

lusty charm
#

oh but this

#

the walls

#

why is it linear

#

how could it be represented in a linear relation

#

is anything that is straight able to be represented in a linear relation?

pale kestrel
#

yes

#

thats what linear means

#

straight line graph

lusty charm
#

what about the relation part

pale kestrel
#

you are relating 2 things

#

your roof is straight

#

as you go left

#

how much you go up

#

is linear relation

lusty charm
#

oh okay

#

so

#

roof can be writing as linear

#

relation

#

wall can

#

etc?

pale kestrel
#

yh

#

if you change something

#

and the resulting thing doesnt change

#

that is technically a linear relation

#

You heating your kettle isn't going to change the size of your TV

lusty charm
#

yeah

pale kestrel
#

that's a linear relation.

#

Maybe your teacher won't accept it though.

lusty charm
#

i think i should keep it simple though

#

yeah

#

maybe stick to the walls and floor idea?

pale kestrel
#

yh

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roof

pale kestrel
lusty charm
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why would floor be linear relation tho

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how do you do that

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how do you represent

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like what would be the labels

pale kestrel
#

its the same idea as no change tho

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i think a better idea is the roof

lusty charm
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yeah but i have to name more than one

pale kestrel
#

you move horizontally

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you will move vertically

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filling up your perfectly cuboid bath

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Water level vs time is linear

lusty charm
#

i see

lusty charm
pale kestrel
#

if its

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round at the bottom

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the bottom will fill up at a faster rate

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than when near the top

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cus it takes less water to fill the bottom

lusty charm
#

what does perfectly cuboid even mean

pale kestrel
#

square

lusty charm
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oh ic

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how would doors work shuri? would it be how much width vs height?

pale kestrel
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idk

lusty charm
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what examples other than roof

pale kestrel
lusty charm
#

alr

lone heartBOT
#

@lusty charm Has your question been resolved?

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potent lantern
#

Hi, I need some trig help.

sec \frac{\pi}{6}

how come we multiply the \frac{2}{\sqrt{3}} by \frac{\sqrt{3}}{\sqrt{3}}

buoyant kayak
#

rationalizing

potent lantern
#

but why sqrt3/sqrt3 specifically?

buoyant kayak
#

when rationalizing the denominator, you're trying to get rid of the sqrt

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so essentially just whatever the sqrt in the denominator is

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multiply by that

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as $(\sqrt{a})^2=a$

ocean sealBOT
#

a disappointing son

potent lantern
#

perfect thanks for the help

#

.close

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rich basin
lone heartBOT
pale kestrel
#

calculator?

rich basin
#

how can we solve this without a calculator?

pale kestrel
#

just search online how to invert a 3x3 matrix?

rich basin
lone heartBOT
#

@rich basin Has your question been resolved?

vale wigeon
#

@rich basin do you want help with the matrix inverse question or the basis question

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if both, which one first

lone heartBOT
#

@rich basin Has your question been resolved?

rich basin
#

@vale wigeon More so on the inverse matrices, because I've been wondering for 2 years

vale wigeon
#

have you ever done gaussian elimination / row reduction before

rich basin
#

sorry no, I can learn it right now

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#

@rich basin Has your question been resolved?

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solemn cape
lone heartBOT
solemn cape
#

I haven't started solving this one because it's an optional item, but I'd like to get the idea on how to solve it,,

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opal herald
#

99% of people can't do this

lone heartBOT
hearty frost
#

do you want help with this ?

fading citrus
#

@opal herald Use this channel if you need a hand, don't double post. And that's not a very constructive way to post either, if you need a hand with something post what you are having trouble with/your work so far.

severe sluice
#

for the triangle

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sin 120deg is pretty easy to find

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~~also i just happen to be in the 99% of people who can't solve this @opal herald ~~

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#

@opal herald Has your question been resolved?

pale kestrel
#

chop the triangle into half.

lone heartBOT
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proper cipher
#

i just dont get what we have to do i have a small brain and idk how to not calculate the holes

arctic gust
#

are the holes squares?

proper cipher
#

yes but i dont know what holes a) has

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and i need to know how to calculate the side of the squares with the holes in it

arctic gust
#

i dont think there are any holes in a)

proper cipher
#

it says there are parts missing

arctic gust
proper cipher
#

OH

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i thought it was a handle

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ok anyways with b)

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how do i calculate the side area with the holes being there

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like not give the answer just how do i do it

arctic gust
#

in b, there is an open top part and there are squares on 4 sides (not on the bottom)

proper cipher
#

yes

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how should i calculate the sides with the tiny holes in it

arctic gust
#

so thats 5 x 10^2 - 4 x 4^2

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5 x 10 x 10 - 4 x 4 x 4

proper cipher
#

thats uh

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500 - 64

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i think

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so thats 436?

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cm

arctic gust
#

yeah

proper cipher
#

oh k

#

thanks so much man

arctic gust
#

yeah no prob

proper cipher
#

.close

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#
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harsh ocean
#

What's the difference between $\int_{S} \vec{B} \cdot d\vec{S}$ and $\oint_{S} \vec{B} \cdot d\vec{S}$

ocean sealBOT
harsh ocean
#

?

arctic gust
#

i think it means its over a closed loop

harsh ocean
#

Yeah I know but does it change calculations or is it just context wise

arctic gust
#

its the same

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but we use it to denote that it's been taken over a closed surface

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the element itself is that of a closed loop