#help-26
1 messages · Page 190 of 1
we re not allowed to use calculator sadly :/
ah shit
thank you @candid salmon i solved the question now 🙂
nice sorry for sending u down a rabbit hole lol
no its ok i appreciate for your help
ok take care have a nice day
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How can I proceed
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ok so before 134, I've just been kinda mentally plugging numbers in. But that's not really working here. @~@ Is it just infinite?
there’s one number that can’t be plugged in
have you only been thinking of positive numbers?
for this one, yes for some reason xD
I shall experiment w/ negatives
oki it does the same thing but just negative :<
no spoilers please
.... OH WAIT
I had literally input that, saw that it was undefined, and turned away 😭
you also should write t^-1 as a fraction
a h
so youll see it’s similar to a problem you did before
I apparently seriously need to review some exponent stuff 😓
Maybe but a reminder also works
turning that into a fraction is stumping me and Idk why. I've done it before, hm
1/t^1 or something? ;-;
That’s correct
OH YAY
1/t
1/0 is undefined, but what about the +1?
that doesn’t change that you still divided by 0
and if it worked before, adding 1 would still work
ohyeah
ahhh I see, alright
so just a hole at 0, cool :D
wait or a jump x-x
no a hole
Ithink
cause it's literally ~one~ spot
oh could I get help on this one as well? I'm staring at the answer sheet (which skips some questions, so it didn't have 134 for some reason) and still nervous about gettin there. :')
agh I keep forgetting I'm supposed to make a dif chat xD
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how did they get here @~@ An identityyy ??
Well, what is tan(2x)? Could it be expressed in a more useful form?
One question, you want a explanation for why the other image is the answer?
One min
no problemo
that's normal tan tho ?
ok
what
just replace x with 2x then
so this ?
The domain of tan(x) is R-((2k+1)pi/2) where k belongs to integers.
Means at all odd multiple of pi/2, it is discontious as it goes to infinity or - infinity as seen in the graph, so when it's 2x instead of x, (2k+1)pi/2 becomes (2k+1)pi/4 as all values become odd multiple of pi/2
One min, will draw graph
This should the graph of tan(2x), we can also observer infinite discontinuity at given intervals
You got it??
sorry had to move my cat, she was tryna push me off the chair lmao
I think almooost? I think I just hafta process it xD
OH
okay, I think I see what's happening
Drawing graph should help in these kind of question in visualization
true
I guess your doubt is clear right?
oh I never doubted it per say, I just didn't quite understand how to do the problem
I appreciate your help, thank you :D
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Can anybody help me solve this?
damn i'd also be interested to know how this is solved
♥️
<@&286206848099549185>
what's there to solve? is this supposed to be set equal to 0?
CUBIC EQUATIONS HOW TO FACTORISE?
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@neon iron Has your question been resolved?
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Does anyone know how I can put the 2 on the same line as the fraction line? $$\lim_{n\to\infty} \frac{2 \dfrac{d}{dn}(lg(n))}{1}$$
shadox
chartbit does
Try #latex-help for that one 
I don’t
but nice you have that faith in me 
what do you mean
$$\lim_{n\to\infty} 2\frac{\dfrac{d}{dn}(lg(n))}{1}$$ or $$\lim_{n\to\infty} \frac{\dfrac{d2}{dn}(lg(n))}{1}$$
bacc (unhelpful)
😂
xD
improper fraction goes brr
Thanks, but in the future, where is it? Can't find it in the side bar
??
wayyyy down
ren got rengnored
I see preealg, precalc etc?
Can’t remember whether studying hides it but in the Miscellaneous section
answer my question my guy
ren
question is why do you need a frac? the denom is one
can you draw it on a paper???
and idt that's possible frankly
No. Has to be LaTex
bro
Just so show my work
LaTeX
i mean draw it to see what you mean
not LaTex
From d/dn (n)
also var is n? first time i've seen that
ren
ops, also parenthesis around lg(n)
but even if it's centered, it means the same, hm+
for comp sci
oh well, ty anyways guys
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you're tasked to solve $3.1^{x-0.7}-8.4 = -3$
rafilou is not not born in 2003
if you rearrange the equation a bit, and using logs, you'll find x-0.7, and following that, x
hmm yes
so there's no need for the use of a gdc?
sorry not familiar with that abbreviation
got it
but what does f^-1 mean?
f to the power of -1 is the inverse of the original equation, as far as I can remember
I might be wrong tho ‘cause my memory is faulty at times and I’ve been out of the academic life for 2 years 💀i think that’s what it means tho
so it means x?
the inverse of f
if f(x) = y then x = f^-1(y)
graphically you can think of switching x and y
so either swapping the axes or reflecting the graph across the line y=x
ohh so that's why we're able to equate the equation to -3
well yeah you want to find $f^{-1}(\mathbf{-3})$
rafilou is not not born in 2003
what's ur confusion
so solve for x in $f(x) = -3$
rafilou is not not born in 2003
f(x) being this expression
it's exactly this equation you're solving x for
for example, would f^(x) = a be the same as f^-1(a) ?
what's f^(x)
you mean f(x) = a
yes typo sorry
wdym same as
write it mathematically
x and a are numbers
okay this makes more sense
thank you guys 🙏
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Exercice : $$\int_0^1 \int_0^1 ... \int_0^1 \cos((x_1...x_n)^{1/n})dx_1...dx_n$$
Gontran
I need to find this limit guys
I wanted to use probability in order to come with like a law of large number so i need to transform this integral a bit
Is there a way to come though this with probabilities ?
@plush tulip
maybe
Would you do it like this ?
that's an interesting approach but idk
X_1,...,X_n iid maybe we can start like this
i see (x_1 * ... * x_n)^1/n, i think AM-GM. have you tried it?
Yes
But there is this cos
Idk how to deal with it
probably just taylor expand cos then just integrrate
$1/n\int_0^1 \int_0^1 ... \int_0^1 (x_1+...+x_n)dx$ is someting to look at
Gontran
this is a lower bound yes
u can compute that
or just keep the cos, u can still integrate it
cos(x1+..+xn/n)
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Can you prove a perpendicular bisector here?
we are given that O is a circle and all the radii of O are congruent
someone plz answer i see ppl helping ppl who asked after me plz
<@&286206848099549185>
<@&286206848099549185>
someone please help i have no clue how to do it.
<@&286206848099549185> NINE people who did this after me are all getting helped. can I please get some assistence too? I have been waiting for a long time and it has gotten frustuating.
Sure what's your problem
That's eazy
To prove that line segment DE is a perpendicular bisector of line segment AB, we can use the following steps:
Given:
Line segment AB
Point D is on line segment AB
Point E is not on line segment AB
Line segment DE is perpendicular to line segment ABTo Prove:
AD = DB (i.e., D is the midpoint of AB)
That's all I can do for ypu
You
Okay later
Are you doing Geometry?
yes
What are you having issues with?
how to do the problem lol
this
Send a screenshot
not my question.
this one
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crazy
lol
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Can someone help asap how to know if it’s asa or aas I’m confused
i feel like its aniangle
What
6 is congruent and ASA
How do yoy know
ok notice that they share a side
Is it because the middle one shares the side so it’s the left to right angle side angle
Yes
How to do it
4 i guess
Oh are you using the angle in the middle because they reflect from both of the sides
They are like semetrical
Wait how is it angle side angle
How do you know that that’s a angle that counts
Or is it because it’s on one whole side
Like if there’s 3 spots and 2 are filled one being angle and side then the furthest side will be a angle that works for both triangles?
So you the side needs to be the same?
How is it aas then
they share an angle
yes
?
How to do number 7
Oh ok
well #9 you cant be sure
you know they are similar by AA similarity
but you don't know if they are congruent without a side length
oh yeah theres a no option lol
@bright arch Has your question been resolved?
So wont be congruent
So it wouldn’t be congruent?
Or it is congruent
@bright arch Has your question been resolved?
Both the triangles r concurrent
First one u know one side and one angle is similar and other one is opposite angles
For 2nd triangle 2 angles r similar and common side
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Why is this wrong
thats irrelevant
I don't understand
differentiate the result
this
1/2(2re^r^2+2r^3e^r^2)
Then what's the correct way
Why can't we directly ibp
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can anyone help me with scatter plots?
i understand scatter plots, like putting it into the calculator and stuff (currently i have a software of the calculator) but i dont understand this part.
Its not very clear what you want from this screenshot, but I think you want to know what is linear regression's line equation and the correlation coefficient r?
At least thats what I guess from the blanks y = __ and r = _
sorry, let me explain myself!
basically what do i do when approached by a question like this?
It depends on what you are asked to do...
Again, can you tell what you are asked in this?
ik how to do this perfectly fine
sorry!
i need to find that correlation coefficient and the equation for it (y = mx + b)
Yeah, so you want linear regression, and correlation
yes
And you can calculate it if you see it in tabular form but cant if its in scatter plot?
yes
So, you can see the dots in the scatter plot right? They represent the entry in the tables
ohh
So you take a single point on plot like this, and drop perpendiculars on x and y axis
So for this specific point, the entry in the table would become
Distance | 80 | ....
Toll | 6 | ....
and so on
You do this for all points in the scatter plot, and you'd get the whole table
and then you calculate
ohh i kinda understand, but what if you estimate for certain points on the plot that aren't directly on the line and you put it in the calculator wrong?
That is a human error, cant do much about it ¯_(ツ)_/¯
oh
You need to cross check that you did it right
gotcha
brb putting the points in the software
i got y = 0.08x + 0.35 and 0.90 for the correlation coefficient (r)
0.9 looks pretty alright to me
the points do looks to be in somewhat linear relation
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need someone to double check my math
trying to find equations for lines that are tangent to both graphs at the same time
If you are just curious if you got the right answer, why not use a graphing calculator?
i plugged it on desmos and it is not correct
Is it tangent to either one?
neither are tangent to both
wait
omg i made a mistake in the beginning
a=-b+1
not -b+2
omfg
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hey is it possible for you to solve this too
im getting a wrong number compared to the answer key
the answer i got via excel was
the answer key states the answer is
oh wait this is the whole question to help
@jolly patio Has your question been resolved?
@jolly patio Has your question been resolved?
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So finding basis means I need to find a set of vectors, that will span, for example in U1 case, a+2b-c+d = 0, and 2a-b-c-d=0
Usually my process for finding the basis is just putting it all in a matrix and getting it into echelon form, but I am not sure how to approach the question here, since it is given as equations
I would **greatly **appreciate any help or hints on how I might approach this
@coarse niche Has your question been resolved?
@coarse niche Has your question been resolved?
@coarse niche Has your question been resolved?
@coarse niche Has your question been resolved?
if you dont get any help within the next few hours, you might want to ask this question in the linear algebra channel
oh wait, you've left the server
channel will close on its own
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(pls ignore whatever is in pencil some of them are just copied from the answer key lmao)
can someone tell me how to do these?
oops left out the top it reads:
"solve the inequality algebraically"
i dont know how to do it though since i missed a class or two
those who know?
which ones?
make the rhs 0
the inequality side should be zero
for the first
x^2 +x -4 >16
minus 16 both sides
x^2 +x -20 >0
factor and sovle
but why are the answers in x<-5 and x>4 and not (-inf, -5]U[4, inf)
for all other questions it was in that form, why not these?
@odd forge
oh yeah forgot abt that
yeah i knew that but i thought it was something different because how the answer key suddenly changed formats, thanks for clearing my concern!
similarly try other questions
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Here’s what I have so far:
if $x^2 - x = k$, and k is an integer, then $x = \frac{1 \pm \sqrt{1 + 4k}}{2}$
That means that the fact that $x^n - x$ is an integer must imply that $1 + 4k$ is a perfect square, but that’s where I got stuck. How can I show that? I tried doing it out for n = 3 and n = 4, where I realised that the factorisation is $x(x-1)$(some other stuff), and since $x(x-1)$ is an integer, the rest of the stuff must be an integer too, but I wasn’t able to prove that - it’s definitely not true for n = 3 or n = 4, but I’m not sure how to deal with the n in the power.
Fear na bPónairí
@little pond Has your question been resolved?
@little pond Has your question been resolved?
<@&286206848099549185>
write x^n-1=(x-1)(x^n-1 + x^n-2+….1)
if ur problem is with proving that 1 + 4k is a perfect square, go back to the equation x² + x = k. Multiply it by 4 and add 1 to it and see what u get
NVM
@little pond Has your question been resolved?
Maybe binomial expansion would work? Different approach than yours though
Also May very well be a dead end
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What's the greatest common factor of this? I got x^5y^6 but the answer in my book says x^5y^7. What did I do wrong?
seems like the book made a mistake
That's what I was thinking.
I kept trying to figure out what I did wrong but I just think the book messed up.
Also for this somehow the book got4b^8c^2d^6. Am I missing something?
yeah it's 4b^6cd^6
book is riddled with bad solutions huh
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nope
$(64)^{1/3} \cdot m^{7/3} \cdot n^{-4/3}$
knief
knief
knief
knief
It was going so smooth why can’t I just go how many times 1/3 goes into 7 again ahhhhh
knief
Yes I was doing this
But apparently N squared is twice wtf?
hmm they wrote it differently actually
Do u think the answer key is wrong?
it’s still the same but it’s unnecessary
no because
$\frac{n^{2/3}}{n^2} = n^{2/3 - 6/3} = n^{-4/3}$
knief
which is correct
but i see no reason to write it that way
when you could write it the way i did
Why is n squared twice, im getting n with n left over
How did an extra 2 ns appear
I’ll just skip that for now
Thank u knief!
I’ve been stuck on this question for a couple days
Is the formula at the top the correct one to use?
when dividing terms with like bases you subtract exponents
$\frac{x^n}{x^m} = x^{n-m}$
knief
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How do you answer an equatiom like this?
@lethal cypress Has your question been resolved?
<@&286206848099549185>
Multiply the second equation by 2, and then do the first equation minus that. Then you do the third equation minus that, and then just substitute
So just multiply the second equation by -2 and simplify?
That gives me 7x-11z=10. What do I do next?
this is gaussian elimination
This precalculus video tutorial provides a basic introduction into the gaussian elimination - a process that involves elementary row operations with 3x3 matrices which allows you to solve a system of linear equations with 3 variables. You need to convert the system of equations into an augmented matrix and use matrix row operations to write it ...
I need to use elimination
I understand how to do regular 3 by 3's but not when their is missing parts
can I get some help?
<@&286206848099549185>
Missing parts are equavilant to 0 multipled by the variable and you can see it in the video
Ok not sure about the video part
But yeah
So just fill in the gaps by putting a 0 in the variables?
3x + 4y = 19
You can right it as
3x + 4y + 0z = 19
and then solve normally right?
Pretty much yeah
Yes
You solve it by gaussian elimination?
no
Ok so you solve it by substitution?
Yeah it is called substitution
But like gaussian elimination is a little bit more easier to solve with in 3x3 and larger equations
If you are studying linear algebra then you will need it anyway
Im learning basic stuff so I wasn't introduced to gaussian elimination just yet
I got 0x+2y+3z=8 and 4x+0y-5z=7
What would I multiply do cancel out the Y? Just zero?
So where do I go from there?
I did equations 1 and 2, cancelled out the Y's to get 3x+3z=27, so now when I do 2 and 3 and Y is already cancelled what should I do?
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can someone tell me how you’d continue from c?
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Assuming every calculation is correct
Take common factor 2cos(5)
so it's 2cos5(cos40+cos80)?
mmmm
wait
i think i know
u would expand cos40 + cos80
and then simplify that
right
expand it how?
2cos (A+B)/2 * cos(A-B)/2
so i got 2cos60cos20
mmm
when i plug cos40 + cos80 into my calculator
it's the same as cos20
oh wait
cos60 = 1/2
whoopsie
I can try
is t-formulae substitution?
yes
idk tbh
first time I see t formulae
open a new channel and see if anyone can help I’d say
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how do i begin rearranging this equation for a
actually wait
you can scratch the first part since vi = 0
so it'd be d = (1/2)a*t^2
double then divide by t²
thats just s=ut+1/2at^2 right
yep
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but what is y
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oh y’ is given
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and you need y’’
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but we don’t know y?
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Please show the original problem, exactly as it was stated to you, with the entire original context. A picture or screenshot is best. If the original problem is not in English, then post it anyway! The additional context might still be helpful. Do your best to provide a translation.
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knief
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$y’’ = \frac{(2y-x)(y’-2) - (y-2x)(2y’ - 1)}{(2y-x)^2}$
knief
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yes?
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isn’t what
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i know
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now just substitute y’
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well i mean you should have a good idea of the answer
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just by looking at the choices
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and yea you just have to do algebra
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they did it this way on purpose
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did you even look at the denominator
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what
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wdym
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$y’’ = \frac{(2y-x)(\frac{y-2x}{2y-x}-2) - (y-2x)(2\frac{y-2x}{2y-x} - 1)}{(2y-x)^2}$
knief
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ugh this is ugly actually
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alright just get a common denominator i guess
wow they hate you
hated these y’’ ones
$y’’ = \frac{(2y-x)(y-2x-4y+2x) - (y-2x)(2y-4x-2y+x)}{(2y-x)^3}$
knief
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yuck
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😭😭😭
yo for you
who’s not that great at algebra
just skip it
and go to the next
on the AP exam
you’ll waste so much time
and make a mistake
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you have to suffer through the algebra to learn
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you should be able to get to this point first
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well
do you even know how i got there first
you can combine some like terms
make it a binomial
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did you get here?
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sorry guys ive been lurking but i can help you simplfy this
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i know how
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because i was just doing the math in my head
as i typed
i believe in you 💪
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i didn’t want to simplify
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what
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where are you looking?
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there’s an x?
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ahh ok
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yes
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and the other term?
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,rotate
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the denominator is cubed
in this step after getting the common denominator i factors out the 1/(2y-x) from the denomiantors of both terms in the numerator and moved it to the denomiantor
hence the ^3
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also in the last line it should be -6y^2
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hmm there seems to be a mistake somewhere
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the answer choices don’t fit
$y’’ = \frac{(2y-x)(\frac{y-2x}{2y-x}-2) - (y-2x)(2\frac{y-2x}{2y-x} - 1)}{(2y-x)^2}$
knief
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maybe
knief
$y’’ = \frac{(2y-x)(y’-2) - (y-2x)(2y’-1)}{(2y-x)^2}$
knief
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lets distribute first i guess
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$y’’ = \frac{2yy’ - 4y - xy’ + 2x - (2yy’ - y - 4xy’ + 2x)}{(2y-x)^2}$
knief
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$y’’ = \frac{2yy’ - 4y - xy’ + 2x - 2yy’ + y + 4xy’ - 2x}{(2y-x)^2}$
knief
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$y’’ = \frac{-3y + 3xy’}{(2y-x)^2}$
knief
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now
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$y’’ = \frac{-3y + 3x(\frac{y-2x}{2y-x})}{(2y-x)^2}$
knief
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then
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$y’’ = \frac{(-3y)(2y-x) + (3x)(y-2x)}{(2y-x)^3}$
knief
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$y’’ = \frac{-6y^2 + 3xy + 3xy - 6x^2}{(2y-x)^3}$
knief
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isn’t this what you had
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or am i bugging
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$y’’ = \frac{-6y^2 + 6xy - 6x^2}{(2y-x)^3}$
knief
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🤔🤔
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send the answers again
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,w differentiate x^2 - xy + y^2 = 1
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,w differentiate $\frac{2x-y}{x-2y}$
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^
derivative calculator agrees with me
which means i’m right
what’s new
your book is shit
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mfs cant even differentiate
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Closed by @tacit turret
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Both look to be correct
at least one of those is not correct
specifically, B is wrong because you are summing the negative area into the integral before taking the ABS
yea i realised
Thought the mod was inside the integral
all g
Same initially 
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I thought it was just obviously D then charbits reactions threw me for a loop
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Sorrryyy 
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how did they get there @~@
take 1/x^2 common
oh o.O lemme try to do this on paper rq

I get 7 D:
hi laylaa 🤍
okay
oh ur fine, I just kinda
socially panicked for a sec xD
ok this is done weirdly, but it's kinda what happened in my head/on paper
I know it's very wrong, I apologize :')
nw it's just me haha
not really
oo another point of confusion, why is 1/x^2 allowed?
hey hey it's fineee
it's difficult to understand things at times here
happens w me too
ill send in a min
oki doke xD

