#help-0
1 messages · Page 364 of 1
uhhhhhhhhhhhh
Idk what the common base means
They're both like perfect cubes right
Fr
2^3/5^3 and 2^1/5^1
that works yeah
so (2^3/5^3)^t = (2^1/5^1)
common base achieved
So cool
So t=1/3
yeah
so t is our decades
1/3 is a number
we have found the amount of decades
every 1/3 decades the population decreases by 3/5
it should be, yeha
Yay
yay
Is this right fr
@wanton frost
@wanton frost
OK THEY MADE A VID ABT SOMETHING LIKE THIS FR
Do I try the same thing fr
Idk how to do it
@neon sun plz help
<@&286206848099549185>
well i think to understnd this as a whole you should delve into the study of half life formulas
<@&286206848099549185>
no way you skimmed over my advice like that 😔
I will only live a full life
if only you used this wit in your mathematics 🙄
You just got help
😔
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@waxen turtle Has your question been resolved?
bro who did the question
first of all confirm that their working is correct
He skipped it
I mean like
The rounding
But
Sal khan did it
<@&286206848099549185>
<@&286206848099549185>
<@&286206848099549185>
its 1.5^(1/10) because t is in decades so per year its gonna be a tenth of the amount it would be for a decade i think.
idk what kinda system ur working on, so either its as i wrote it or you gotta round off the value of what i wrote and calculate it
I have to say the factor it grows by each year
Plz return
How calculate
use calculator or insert as written
idk what your problem requires as it doesnt say in the problem
you know the number now you pick how you want to represent it
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Without evaluating express each number as the trigonometric ratio of an acute angle
why is it sin 50 rather than - sin 50
isnt it in the 3rd queadrant?
where sin is negative??
Yeah it is in the 3rd quadrant
whos saying its sin(50)
@ripe zodiac Has your question been resolved?
its -sin50
yeh. answer sheet is wrong
yeah
ill ask my reacher in class then
just to triple check
ok bye thanks guys ❤️
.close
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Hello
I just need help with a quick simplification
Cuz i basically solved all the problem but I am stuck in the last part for some reason
So its basically :
-2ab - a^2
2a^2 - 4b^2
The line is supposed to be a fraction
take 2 outside the parenthesis on bottom?
$\frac {2ab + a^2}{4b^2 - 2a^2}$
Stephen
Not_
that
Nah
?
Ur original thing was -2ab - a^2
ye i tried but my brain ain braining
So factor out a -1 then put it in the bottom
Wait so if I multiply the top part by "-1" and multiply bottom part it is valid ?
Or what is factor ? Sry education in my country is really bad but I really enjoy math
Yes multiplying top and bottom of original expression will yield the same
U said u tryna simplify this?
Ye
Hmm
Maybe you just did the problem wrong, did you check your math?
$\frac {-2ab + a^2}{4b^2 - 2a^2}=\frac{a\left( a-2b \right)}{2\left( 2b^{2}-a^{2} \right)}$
Yea I am starting to suspect that 😓
Joanna Angel
nth more can be achieved
its kinda long , but lemme try to write it down
How do i write down a square root ?
$\sqrt {x}$
Stephen
What if its a sqrt on a fraction ?
$\sqrt {\frac {c}{b}}$
Stephen
Nvm ill just take a pic lol
Aight lol
Not_
then the common denominator was 2a^2 - 4b^2
So I ended up with :
$\frac {(2b-a)(a-2b)+8ab+2b(a+2b)}{2a^2 - 4b^2}$
Not_
wait ....
should be (a-2b)(a-2b) I think?
glad i could help fr
nvm that wasnt the error
damn
I saw where it is
Where?
its the 2a^2 in the denominator
its without the 2
So then , i should be able to simplify it
$\frac {-2ab - a^2}{a^2 - 4b^2 }$
Nvm
still cant
Not_
Bruh i cant figure out what i do wrong
You can ping helpers
At this point i feel like its a useless mistake so I am trynna figure it out tracing step by step
I can't figure out how you get that common denominator
but it's been years since i learned this
just started learning math again a few months back
wow cool , I got it by multiplying the first fraction by (a-2b) and the third fraction by (a+2b)
That gave the same fraction as the one below 8ab
But If I multiplied the denominator I also had to multiply the top part
$\frac {(2b-a)(a-2b)-8ab+2b(a+2b)}{a^2 - 4b^2 }$
Not_
Not_
Not_
I might be wrong tho
yeah makes sense
Not_
needs more factorising
Ye I think i saw how
:>
So its :
$\frac {a(-2b-a)}{(2b-a)(-2b-a)}$
Not_
Not_
FINALLY
good job
How do i close this chat ?
ty ))
.close
alr thanks
And thanks for the support while I figured out how to solve it lol
.close
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I have to evaluate this based on logical correctness, clarity, opening, stating the conclusion, reasons and overall valuation
and give each one of those a grade between 0 and 4 (4 being the highest)
also i asked someone about the math proof yesterday they told me it was line 4 and they lied to me and i got it wrong
it was in fact 13
i still think i dont understand proof by induction maybe
Oh
i watched a video on it but idk
Damn so it was 13 lmao
yeah...
lost 0.25% of my overall grade because of that guy
note to self dont trust anyone lmao
yea true
okay so for proof by induction
ok so the sigma notation is just to infinity since its n
i guess
Well anyway Proof by induction really just consists of 1) Proving it works for some number (in most cases n=1) 2) Proving if it works for some number k it works for the next number k+1. Thaits it.
i understand that part but i dont understand how they prove that it works for k+1
Okay your statement is that sum = n/(n+1)
Okay one thing I’d change in this proof is instead of assuming it’s true for n I’d say like t instead
So let’s assume the statement is true for t then we have $$\sum_{k=1}^t \frac{1}{k(k+1)} = \frac{t}{t+1}$$
Pure
why is that
It’s like we already use n for the P(n) things when we say for any natural number n
So I think just for clarity it’s better to use a different name
oh so thats like when they only use n they assume its true for "k+1"
Yep
We want to show it’s true when n=t+1 ie $$\sum_{k=1}^{t+1} \frac{1}{k(k+1)} = \frac{t+1}{(t+1)+1}$$
Pure
$$\sum_{k=1}^{t+1} \frac{1}{k(k+1)} = \frac{t+1}{(t+2}$$
Pure
That’s what we need to proof
But $$\sum_{k=1}^{t+1} \frac{1}{k(k+1)} $$ is just $\sum_{k=1}^{t} \frac{1}{k(k+1)}$ + the t+1 th term
Pure
i dont think id take off a point for that though
or if i did maybe 3 instead of 4 in clarity
Yeah I think 3 for clarity
But are you following so far
let me look at it one more time
it becomes this
Yes and the first sum we already know what that is by inductive hypothesis
For this I mean
so now we assume that it is true because it works for n = 1
Wdym
how did n+2 become (n+1)(n+2)
That’s the t+1 th term
the sum from 1 to t+1 is equal to the sum from 1 to t + the t+1 th Term
And for the t+1 th term you just plug in t+1 to the expression
$\frac{1}{k(k+1)}$ plug in k=t+1
Pure
wait i dont think i understand how they started the first line then
Right
how come we added that
No notice the index
Yeah that’s the t+1 th term
so in the next line they add n/n+1 to the t+1 th term
Yes because the first sum is n/(n+1)
how does the result n+1/n+2 show that the theorem is proved
Do you agree that it proves for the case t+1
1/(n+1)(n+2) is the t+1 th term and the result of adding it to the original statement is n+1/n+2
i dont see how it is proven with the result
or is it because
1/2 or n+1/n+2
Because that’s what you should get when you plug in n+1 to the theorem
okay i see
i do think it would be more clear if they used t
maybe i will take off a point for that then
Yeah
thank you 
Also I’d take off like 2-3 points for conclusion
they should have said something like "therefore by proof of induction" then state what they were proving "is true"
right?
Here’s how I’d write it:
Since the statement is true for n=1 and for somen natural number t, n=t being true implies n=t+1, the statement is true for all natural number n by the principle of mathematical induction.
ah i see
tbh i dont even know what correct proof is supposed to look like because she always makes us correct ones that have faults in them

I can write good proof 
Tbh this is not considered wrong and most people are too lazy to write that whole thing anyway
i have to do a self study module on sets and functions and use proofs so i could be back at somepoint lmao
It’s just if you really wanna be harsh then you’d deduct marks
Ist this first year uni?
wait i actually understand this one today :D
I guess learning logic first year makes sense
But I feel like sets and functions are more important lol
Anyway I should sleep
,ti
The current time for pure1144 is 03:10 AM (GMT) on Sun, 19/11/2023.
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I have a question about what resources are the best for my self-study of math. My study will consist of Elementary Algebra, Discrete mathematics, Trig, Calculus, Statistics, and Probablility. I want to be really good at all the high school level subjects and then move on to undergraduate stuff. Resources can be anything although I love textbooks it can be videos, apps like Khan Academy etc. I just want it to be straight to the point and best for beginners in being thorough and not leaving stuff unexplained.
If you're going to go through all of those subjects, go through Khan Academy
You think it's better than your usual textbooks?
depends on the textbook tbh
I never rly read though many calculus textbooks or khan academy that much
For price reasons, go w khan
This is what I'm using
Do you think Khan is on a sufficient level to get my into uni eventually?
For practicing stuff that I missed in high school...
It depends on how much you study and the uni
Uni has very simple admission tests with high school stuff
and your high school too
My high school is highly regarded
Although my grades were not stellar they were pretty good.
Anyways. Thank you.
I'd also like to know about some great books later down the line for advanced topics
to compile them for when I need them and put the name and the author in a text file.
you'll come across them when the time comes 🙂
So no worries lmao
I have a little less than a year to tackle this
And I'm going to a real mathy school ngl
Have a nice day kind stranger!
np! likewise 🙂
@alpine sable Has your question been resolved?
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This is what I imagine
I dont know how to setup dz
limits for dz
I assume its this
your z, y, and x coordinates depend on each other, so your bounds won't be simply the numbers
you'll need to describe the upper surfaces (ceiling) as z = z(x, y)
I split the shape into a rectanngle and the upper shape
so all I really need to find is the upper boundary for z no?
yup
for each point on the floor of the building, the height of the ceiling will vary
The z bound will be a functionn of x and y
but Im nnot sure how to find that function
That's the tricky part, you have two diff planes as your ceiling, so you may want to split up the building into two parts
dang, how do I find the planes then
@crude marten Has your question been resolved?
<@&286206848099549185>
Its your calling to help people, also I think its cuz of the midterm season everyone is practicing
@crude marten Has your question been resolved?
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Have any thoughts on the question?
i think my bounds are wrong
also im not sure if i am using correct formula
for line integral
Formula for line integral? Well, it doesn't really matter since you use green's to get a double integral anyway
Forget the bounds for now - have you tried the sub?
$\int_{0}^{2}dy\int_{y}^{y+2}\left( f(x,y) \right)dx$
Joanna Angel
and f function is yoru function
ahh i think i see
since inside we run with dx, then nth is chaned since you have only expx
yes yes
very well
do we need to substitute?
no need, it is elementary
their hint was for dudes, who would liek to use other graph )
but we aer not afraid of what we have now
yes, since dx was neutral fo rus
yes
nod dy
nwo*
very easy
e^2 you can take out of parenthesis if you like
very well
all ok
eys and soem terms are alike
so you can join them
yes, it is also possibel to make factoring y grouping, but not necessary
this is the weirdest answer
i agree, but the clue is, the way fo dealin g with it
@gritty pond Has your question been resolved?
Open your own channel
...
Not server
He meant
#❓how-to-get-help @tall pilot
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how do i find A (very quickly)
no way faster by hand then doing the algorithm. You just have to multiply everything out and add it up per cell of the matrix
there must be a way
ok here then
the real question is
without calculations , find a basis for all the subspaces of A
oh unfortunately that I dont' remember. I'm rusty on my linear algebra lol
oh no :C
I forgot how to find a basis for a matrix
nah as far as I know you'd still have to multiply the matrix out
in the question it says without calculating it
oh well maybe there is?
hold on I'm seeing if i can find anything
the instructions seem to imply that you don't need to multiply out your matrix lol
can I see the whole problem instructions?
ok
thx for helping me btw
yeah no problem. Unfortunately I don't know if I"ll be much help. I've been meaning to relearn LA but I just remember the basics. Google isn't much help either
could it have something to do with A=LU ?
I would say wait around for another helper who knows LA better or post in #linear-algebra. That's a dedicated channel to LA concepts and problems.
my exam is in 6 hours ;-;
I also gotta get to bed, lol. Sorry I thought it'd be an easy answer
yeah I would post in #linear-algebra then
i did already
ok cool. Hopefully you'll hear back soon. Otherwise in like 10 min if nobody else drops by then close this channel and reopen another one
best of luck!
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✅
This MSE post has your question. You might want to read through it to understand a bit more
@shell narwhal it has to do with how the second matrix has 3 pivots and how the rowspace is R3
so
Seems like it deals with LU factorization. This website seems like a good intro to understand how you'd go at it. https://www.math.drexel.edu/~jwd25/LA_FALL_06/lectures/lecture4A.html
it only states that the rank of the first matrix = rank of the second matrix
ok but what happens ?
do i have to find A as one matrix ?
how does A = lu help me
No you don't.
They want bases for the rowspace, columnspace, left nullspace and right nullspace.
yhea
For the rowspace, since the right matrix has 3 pivots, we know the rowspace has dimension 3, so any basis of R3 works (say the three conventional basis vectors)
i don't understand any of this. thanks for trying to help me, but its very late, ill go to sleep. thanks again
That is ok. Rest well for you test.
If you want to try looking for more about this, search up LU factorization.
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Im so stuck
yeah that image is pretty clear
Yo how do I do no.9 using the direct comparison test y’all
Median=50th percentile. To find percentile look for value in y axis and find what x value gives that y value
So it’s 45?
Lower quartile means 25th percentile. Do same idea
How about interquartile range?
I believe that means upper quartile (75th percentile) minus lower quartile
I have confirmed that that is correct
Think your first one is 10 too high
Yeah
Oki
Tnqqq
What’s this
I know what discrete and continuous are but I’m not sure where to group some of them
What you thinking so far
Gg
@ebon pilot Has your question been resolved?
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What is the least value of n such that every collection of n points in the plane, all with integer coordinates, must contain at least two points for which the line segment connecting the two points contains a point (other than an endpoint) with integer coordinates?
Is it 5?
<@&286206848099549185>
We can have a square of 4 dots then the fifth dot will always make a line segment
why should 4 of those form a square
@cursive cobalt Has your question been resolved?
not every collection of 5 points is "a square + fifth dot"
only some collection of 5 points is "a square + fifth dot"
it is certainly not 4 because of the counterexample {(0, 0), (0, 1), (1, 0), (1, 1)}
this is the square you're talking about
now add 1 more point and yeah, it will make a line segment
but can you prove that you can extend the "square" case to all collections of 5 points?
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hint: explore the properties of all counterexamples for n \leq 4
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can someone explain me how to do this?
Please don't occupy multiple help channels.
What type of math is that?
discrete math
K one sec
yes i think
then what does it mean to place two set symbols next to each other like "AB" or "BC"
what's the context
what do you mean?
A and B are sets. if A = {1,2} and B = {2,3}, then what is AB? AB = {1,2,3} (set union)? AB = {2} (set intersection)?
you first have to know what those symbols even mean
the problem also talk about pairwise disjoint
yes, and?
i could assume either, or assume a completely different operator, but i'll never know if that answers your question
you first have to know what the symbols mean
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Find the probability that a number selected from the numbers 1 to 25 which is not a prime number when each of the given number is equally likely to be selected.
@sly sand Has your question been resolved?
What have you tried
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hello! I am new to graphing in x,y,z plane, thus, I really don't know how to figure out the boundaries needed for finding the volume (double integration). Here's the problem where I am stuck with
Find the volume of a cylindrical column having as its base the area between the curves y=x, y=x^2, and cut off by the x-y-z+1=0.
Can you guys give me some tips/clue for this one?
@viscid rock Has your question been resolved?
@obtuse sonnet
@viscid rock Has your question been resolved?
@viscid rock Has your question been resolved?
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How do I do 35
how did these numbers come from 6 men and 4 women
like
js wondering
i dont understand
@wraith gazelle Has your question been resolved?
Yeah man that's what been bothering me too
maybe ask the person who gave this to u?
@wraith gazelle Has your question been resolved?
Cant
@wraith gazelle Has your question been resolved?
I found 2.160.000
You sort both women and men seperatly which is 4! and 6! Then you multiply them.
4!×6!
Then we gotta place the men between women
3 spaces gotta be full like:
W m W m W m W
The m's here need to be men then we can choose before, after or between women to place the other three men
Which would be one of 5 spaces for three of them so
5³
The I multiplied 4!×6!×5³ which is 2,160,000
I guess I have something extra here and gotta divide somn idk what is
@wraith gazelle Has your question been resolved?
Its 6! x 4! x 7C4
6! Ways for men, since they're already seated
Lets consider this arrangement
_M1_M2_M3_M4_M5_M6_
_ is places to seat women
M is Men already seated
There are seven places for women to sit in, hence the 7C4 (choosing 4 seats out of 7). And then 4! Because 4 women can sit in 4 places in 4! (Or 4P4) ways
@wraith gazelle
Close but we need to choose 4 possible seats out of 7 given seats, instead its 7C4 and not 5^3
So, its 604,800
Oh you place men first instead of women. Clever
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could anyone help me solve this?
idek where to start
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I'm not quite sure what models are, and therefore I don't know how to get them
@grim tiger Has your question been resolved?
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Without using stats software (I have done it, I need to show the calculations manually), please can someone help me how to calculate the R^2 manually. I have data of the course taken, and the entry requirements to each course, along with the median wage after graduation in a regression. My regression equation is y=intercept+coefficient of entry requirement*ent-req+ coefficient of each course. So how do I calculate each coefficient and R^2 manually?
<@&286206848099549185> Anything, please!
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<@&286206848099549185> Please, anyone? I've found some sources with matrices, but please help
@novel dock maybe this link will help: https://www.wallstreetmojo.com/coefficient-of-determination/
@last walrus It sadly doesn't, as I have more than two independent variables firstly, and I have many categorical ones
Ok so this formula should work for a general linear model. $R^{2} = 1 = \frac{SS_{res}}{SS_{tot}}$
pencentre
idea: (1) find all residuals and square them and add them (2) find y-bar and distance for each yi to y-bar, square it, add
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$int \frac { x } { ( 1 - x ) ^ { 3 } } d x$
Albert Einstein
$\int \frac { x } { ( 1 - x ) ^ { 3 } } d x$
Albert Einstein
how to solve it?😍
substitution
t = 1 - x <=> x = 1-t etc
is this ok:x<=>1/t
thank you,I work out with t=1-x
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can someone expain this for me
it is from this
It looks like it multiplied by the conjugate
To get rid of i in the denominator
So you muliply 1/(1 - i) * (1 + i)/(1 + i)
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what's the differnece between the Gauss-Jordan method and Guassian Elimination Method?
In the REF, the stars can be any value still
In RREF, it's only a diagonal of 1s, 0s everywhere else in a square matrix, at least in that example
ohhhh
they have to be 0's right?
Yes
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can someone help me solve this using the shown method?
Please don't occupy multiple help channels.
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hello
hello
this one got closed, so he actually does need a new one 💀
oh damn
😂😂
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I do not understand this someone help please
@fringe lynx Has your question been resolved?
<@&286206848099549185>
@fringe lynx Has your question been resolved?
<@&286206848099549185>
@fringe lynx for starters because Ha is not equal to, you are doing a 2-tailed test
Have you calculated sample means and SD?
Then you should have a formula to calculate the test statistic
got them
Sample mean #1= 33.8 and stdev=4.87
Sample mean #2 =36.1 and stdev=4.51
and no i do not have the formula for that
should i search that up?
Do you need to give any answers about the hypothesis testing?
it just says to do this:
But I dont want you to give me the answer I just need you to explain on how I can do it
please
It might want a confidence interval
That's what my formula sheet says
I'm studying for a test on this stuff rn lol
I got no idea what x, u, s, and n would be though
X is sample mean
u is population mean, but we don't know that so just put zero I think
s is sample standard deviation
n is number of items
so x1 would be sample mean for sample 1?
Yeah
alright im going to attempt to put this equation together so give me a min
I think it is only asking for the confidence interval so use the last formula
That is your t value
You can either use a graphing calculator or look it up in a table
the assignment says to use an alpha level equal to 0.10
Yeah
so where would i find it on here?
You look up half of alpha because it is a 2 tailed test
*should be the number above that actually
Degrees of freedom is 9 not 10 mb
A is alpha, your level of significance
Df is degrees of freedom, which is one less than the sample size so in this case 9
so it would be (1.833)(0.10, (9)
Are you using the entire confidence interval formula?
just this part
Yes then that is good
alright them lemme try to put the formula together
so this
i got -0.70225 and 0.70225
should i put that in? @runic mist
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@gritty pond Has your question been resolved?
Is this good?
also what is consensus on R+?
im getting conflicting answers
does it include 0 or no?
There isn't, just follow your book
what do u think about my answers on the image questions?
if R+ does not include 0?
in my case since it seems moer intuitive
yes i am using R+ not including 0 convention
in that case, looks good?
since i think e^x
does not include 0
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@vivid heath Has your question been resolved?
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hey i need help with a simultaneous equation again
If you got the -7y=-22 can't you just divide through by -7?
i was thinking i got -7y = -22 wrong
idk
It might be. How did you get there?
so i multiplied first equation by x3 and second equation by x2 so i could get 6x on both sides
then i did
6x + 9y = 24
- 6x - 2y = 46
that bullet point is meant to be a minus
idk how it got there
Well, first error : 9 - (-2) = 11, not 7.
Yes.
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Find the locus of midpoints of all chords of the fixed circle O such that these chords subtend right angle at a fixed point A which lies inside the circle and is not the center.
!status
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
Let the eqn of circle be x²+y²= a²
Take the midpoint as (x1,y1) and write the eqn of chord using T=S_1
Oh please
No coordinate bash please
Only geometrical approaches
I completed by a coordinate approach
I just draw the figure and like i had a feeling that it will be a circle
Oh ok
Ok i will try
Centre is the fixed point
Yes
@alpine sable Has your question been resolved?
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how many solutions of (a, b) are there in this equation:
a and b range from 1 to 100 inclusive
8->27
8->99
27->8
27->44
35->36
35->72
36->35
36->71
44->27
44->63
44->99
63->44
71->36
72->35
99->8
99->44
uhh are they solutions?-
sorry how did u get them?
thanks tho!
I just wanna know the steps sry Q-Q
brute force programing...
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,rotate
Why is this incorrect?
@calm anchor The second part isn't correct. It is not true that sin(x) = sin(x + pi)
I dont see where i did that
Ooh wait i see
You have that 5v = 4v + pi + 2npi
But what should it be instead?
f)
Yeah you're right
Let me think for just a sec
This is really bad but I actually don't know
I'm sorry about that
No worries
I'll come back if I think of something
It is difficult asf
Ive been stuck on this
For like two days
And i just cant get into a flow because i get stuck
<@&286206848099549185>

no
Why?
too lazy
I think it reset the helper ping
what's the question '<'
find the v that satisfies sin5v=sin4v?
Here is the correct answer (f))
I think, when you multiply 2pi to 1/9 that you get from 5v+4v and reciprocate it
It's a bit farfetched
but basically
well
not basically
4.5v+-1/2v=5v/4v
I have no idea
Hahahah
Same
Thx for trying
<@&286206848099549185>
Ill repost the question
,rotate
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<@&286206848099549185>
@calm anchor Has your question been resolved?
rip
@calm anchor Has your question been resolved?
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yes
yah
The Limits are practically screaming arctan
yeah
and i forgot my trig
so how would you calculate 8arctan(sqrt3) - 8arctan(1/sqrt3)
can you write sqrt 3 in terms of tan
and 1/sqrt 3 in terms of tan
arctan(tan x) = x
do u mean arctan(tan sqrt 3) = sqrt 3
no...
nvm
like which for what x does tan give sqrt 3
ah pi/3 right
ye
now for what x does tan gives 1/root 3
oh since it's the reciprocal of the other onee
i'm gonna guess pi/6
cus that's the other angle
yep
alr thank u i got my answer
4pi/3
there's this one too
i know it has something to do with ln
but i'm not sure
replace 2^s with e^(x*ln(2))
