#help-17
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okay thank you
@marsh nexus Has your question been resolved?
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I've tried several times to prove it using induction, but I always bump into some obstacle that I can't resolve.
It seems to me that it is possible to prove as follows:
Base Case: ...
Induction Step: Let a set of 2(n+1) points in the plane with no three collinear be arbitrary. Using Lemma(that I dont know how to prove) we conclude that there exists a pair of point that would not have an intersection with any other segment. By Induction Hypothesis there exist such pairing of points for 2n other points. Since these two points do not have an intersection, we conclude that the statement is true for 2(n+1).
Maybe it is possible to somehow prove lemma using convex haul?
it's a really hard problem and induction won't be able to solve it
Why not, logical form seems to work
instead of convex hull there's some way of looking at the 4 point version and comparing the crossed drawing with the uncrossed on
I only know a contradiction proof
Can you share it with me, or at least give me a hint to prove?
oh yea here's a quote on it 
It is easy to waste a lot of time failing to find inductive arguments (can we find a line with the same number of A-points and B-points on one side of it etc).
sure it's this putnam problem https://prase.cz/kalva/putnam/psoln/psol794.html
https://www.youtube.com/watch?v=AWspiqNvQfM for an explanation
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If 0 < p < q and 0 < r < s, then
A) s - q > r - p
B) q - s > p - r
C) pq = rs
D) ps > qr
E) qs > pr
How to use alegbraic in this problem?
uhm
you can multiply the inequalities
What?
i will show
Wait we can do that?
let 0<x<2 and 0<y<3
the maximum of xy would be 6, right?
and the minimum would be 0
since x can be at most 2 and y can be at most 3
so 0<xy<6
Ooo
Wait Im trying to
So the max can be pr, while the min is 0
Wait, how about the < sign
I mean, x can't be equal to 2 so therefore I use 1,9999 and 2,9999
Wich 2,9999 × 1,9999
look at the answer choices

👍
i built my intuition
lmfao its that and practice
By doing what?
Well thanks anyway
Gotta lock in
.close
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idk tbh
you see something you notice someting
or just create it entirely on your own
like this
Does this tells me Im dumb 
\begin{align}0<a<b \ 0<c<d\implies \ 0<ac<bd \end{align}
;(
oh lord
Yeah I think that makes sense
if you want to be cheaty just give p,q,r,s numbers
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how do I project points in 3d space onto a plane defined by 3 points in 3d space?
Please don't occupy multiple help channels.
Indo??
Bjir it's rare to find fellow Indo here
You'll need to use the outer product matrix
From your 3 points, you need to create an orthoronormal vector set that spans your plane
Then, you compute the outer product, which you can use for vector projections
How do you do that?
@analog marlin Has your question been resolved?
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Why when you add x to 2/5x it doesn’t become 2x?
Why would it do that?
Isnt x plus x=2x?
1/1 and get a common denominator
Yeah exactly, a common denominator, so it's the same process with 2/5x + x
You need a common denominator
2x+x=3x right?
No this is just a new example
Actually I get it now
.5x+x=1.5x right
Are you just giving examples of adding like terms?
Yeah. Now I get it. For some reason the idea of adding like terms to a fraction didn’t make sense. I’m just slow
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That's not even an answer choice
You should google it though
What do you mean how?
You were just told it's a dime, you can google something like, "what is the value of a dime"
<@&268886789983436800>
How old are you?
...
Okay cool. Discord tos requires you be 13 or older so I'd have to ban if you were younger.
did you get held back 3 times
woah we have the same birthday
whats nevuvel btw
It's already closed
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Can someone please help me on this probability question
Try mapping it into 2 dimensions maybe and then see how many paths lead to the bottom?
Idk
love your name bro
Thx
ik you're not a helper but can you assume that the ant goes backwards (like he goes down a step and then goes up a step so at the end, he didn't really go anywhere)
so is there 13 total possible steps he could take?
Idk 🤷♂️
i have the probability knowledge of a 1st grader bro
<@&286206848099549185> please help
I got u bro
thanks
Let’s split this into two: first step and second step
First step has to be down obviously
second step he could go sideways, down, or up again
Just assume it’s at the middle left point
yeah that's what i did
so there is a 1/4 chance of that happening?
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so the answer is 1/4 or am I not done yet
u done
oh ok
srry i just finished reading the question LOL
i overthought the entire question lol
It’s all good
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Oh is that alcumus?
nah it's homework
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Could someone explain why the first and last table are isomorphic?
by considering the order of the elements, there is only one isomorphism to try
@candid tinsel Has your question been resolved?
Sorry, could you elaborate on that?
@candid tinsel Has your question been resolved?
The order of an element is the number of times you need to multiply it by itself to get the identity
In an isomorphism, the order must be preserved
@candid tinsel Has your question been resolved?
e->e
a->b
b->a
c->c
use * for group a
we have f(a*b)=f(c)=c=ba=f(a)f(b)
show f(x*y)=f(x)f(y) for the remaining combinations
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hi i think im having a brain fart and i hope you can help me
I am reading a math paper and they have a frequency table where for the value of 0 there is 4 instances of it
but in the raw data on the left there are no instances whereh the value is 0
can someone explain how i might be misinterpreting it?
Add one to the "number served every 2 minutes" values on the right.
I don't know why, but that gives the proper value.
Could be an error.
Add one to each value in the "number served every 2 minutes" column.
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how do i find h(x+1) for h(x)=8x-6?
Plug (x + 1) in place of x throughout (h(x) = 8x - 6).
h(x) = 8x - 6
h(x + 1) = 8(x + 1) - 6
= 8x + 2
why does it change the 6?
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Did you do as I said? plugging x + 1 in place of "x" in the equation?
h(x + 1) = 8(x + 1) - 6
= 8x + 8 - 6
= 8x - 2.
Sorry for the over-simplification.
yeah i got h(x+1)=8(x+1)-6
Wait, I made a mistake.
gr8
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hey can someone help me find the perimeter this question came in my topical test
@keen kettle Has your question been resolved?
alright
so the first thing to notice @keen kettle is the segments each vertical length opposite of AB must add up to 11
the much harder part, however, is the horizontal part
i thought i had something going but realized it wasnt possible
could you send the question to make sure the diagram is correct?
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How can we simplify this?
This is the answer btw
If someone can show me how using paper or smth, like the steps of it
difference of squares
That would mean a lot 💕
helpers will probs not do this and just walk you through it
I’m not sure how it’s done but the subject is “multiplying and dividing rational expression”
ok uh
Hope so, it’s just I struggle with learning easily but whatever helps ngl
do you know how to factorise a^2-b^2
yep can you write it out
(a-b) (a+b)
yep
That yeah?
this is the principle you use
first, factorise the 3 out of the denominator terms
I know but I got a different answer, lemme write it in a paper
Mhm I see
This is what I came up with 🫠
the 3 is where you have trouble
It should be outside the ( )?
yep
,rotate
this is wronge
yep
I know lol ;(.
one of em should be +
Okay thanks :D 💕
(c-d)(c+d)
Oh shit yeah I forgot about the rule
tiny mistake
Then I remove the similars
ye

Okay okay I see
I just noticed the top one was +
I wrote it wrong on the paper
Anyways thanks so much for your help :D! 💕💕
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i got gamma fn as ans any easier way?
Idts. $N = 4\pi n_0 \int_0^{\infty} r^2 e^{-\alpha r^4} \dd r$
Arya
You just need the proportionality between N and alpha so you don't actually have to solve the integral
Just substitute u = alpha r^4 here and make it so that the integral is a constant
I would do u = r^2
the point is to get rid of the alpha from inside the integral
Actually maybe not
Yeah I think either way ur left with some weird integrand stuff
So u = ar^4 is better
$N = C_1 \int_0^{\infty} \frac{u^k \cdot e^{-u}}{\alpha^{3/4}} \dd u$
@smoky pebble this helps :o
this doesn't look right
Huh? (@_@;)
With that substitution I also get the gamma function
Something proportional to gamma 5/4
yeah gamma 5/4 sounds about right
Arya
smh ;-;
you didn't do the substitution properly
Yeah I saw. The simplification was done hastily
@smoky pebble Has your question been resolved?
ik just wondering
how ud solve it
it's just the gamma function
you can't simplify Gamma(1/4) any further
it's just a constant the same way pi or any other number is a constant
hm
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Hey, wanted to ask in general if someone knows how good Chat GPT is at creating some tasks? I have these topics right now (Im german, not sure if these are named like this in english):
Propositional logic, sets, relations, mappings, number sequences, convergence of number sequences & proof techniques such as complete induction
Or is there a specific ChatGPT Version / Model that is recommended?
Because i don't have any tasks from the university anymore and wanted to do some
Please do not trust ChatGPT or similar AI tools for mathematical tasks, as they often generate output which "sounds correct" but has numerous factual or logical errors. Use of these AI tools to answer other people's help questions is strictly against server rules (see #rules).
I see thanks unfortunately the stores a closed here sundays, i have a exam tomorrow. I just wanted to check how good i can solve some stuff, or is there at least some kind of website with tasks like these?
Because im already through all the stuff we got from university
Google --> subject filetype:pdf
maybe go to youtube
Thanks i will try this one 👍
Ah yeah, will do this too thanks
Try looking up practice sheets for the subject.
there are probably thousands of exercises on the internet
also doesnt hurt to look up old exams
sometimes you can find some
Course websites will sometimes have old exams available for download.
kk will do ty, did the old exams already unfortunately. Will look if i find more tho thanks
What subject are you looking for?
A few, im not sure if those are also written the same way as in german: Propositional logic, sets, relations, mappings, number sequences, convergence of number sequences & proof techniques such as complete induction
Discrete Math
Alright thanks 👍
@glad bloom Has your question been resolved?
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for some background rest of the problem that I did before
f'(x) represents the slope of function
so you just have to see where slope is minimum
could I have a little more help
yes
and how do we do that?
f''(x)>0 at a critical point where f'(x) = 0 or DNE
yes but here we need the minima of f'(x) not just f(x)
(hint: f'(x) represents slope and slope is also determined by tan theta)
so if we wanna find the minima of f(x) we need to differentiate it right?
so is it where f''(x) swaps from decreasing to increasing
it was correct before the edit haha
oh lmfao
ok so we need to find the minima of f'(x) which is when that function goes from decreasing to increasing
that's just when f''(x)=0 and f'''(x)<0
yup
here yes, but generally you should check the double derivative too to make sure its not a maxima
cause both the maxima and minima would have the first derivative = 0
@wet oar Has your question been resolved?
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how to identify the limit here
correct me if I'm wrong for the first one the limit is +∞, for the second one its -∞, and for the last its -∞?
whi -inf for 3?
because the leading coefficient is 6 and its exponent is 7 which is odd therefore its -∞
am I right?
yup
additional question
sure
using rationalization it gives me that the limit is 3
but when I checked it in app its DNE
why is that?
but if using direct substitution, you get 2/0 or indeterminate
what did u do
cause the denominator isn't irrational
rationalization method
u multiplied w sqrt(x^2-4)+2 ?
yeah
how is (x^2-8)=(x-2)(x+4) ?
conjugate
factor
idk that in limits
which brackets
use foil method in this?
is that what u mean
yes
oh
yes
here's the full question
ait
wait
I used Direct substitution and rationalization already but the rationalization turns out to be wrong and idek how to perform factoring with that
i think your best bet would be to factorise the x^2-4 as (x-2)(x+2)
then we get sqrt((x+2)/(x-2))+2/(x-2))
oh wait nvm limit doesn't exist, so try evaluating from 2- and 2+
youll find that when evaluating from 2-
we get a negative value
but from 2+ we get positive
huh
what 2- and 2+ 😭
you know right hand limit and left hand limit?
I dealt with it in trigo but not in limits
ok so a function's limit at a point DNE when it approaches 2 different values from the left and right
now try to evaluate this function as it tends to 2 from the left and the right
what method should I use
the only method I could think of with left and right is table of values
you dont need to
wdym "it tends to 2"
like the x value approaches 2
just by looking at this only?
it's 0
yes
when is x^2-4 negative
wdym
there's none because it's 0..?
girl just tell me atleast 1 value for x where x^2-4 is negative
oh
1
that gives -3
yes great
its that simple??? 💀
no i mean ur question
yes
so obviously there will be a range of values for which x^2-4 is negative right
yes
or actually forget that if we approach x=2 from the left can u tell me if x^2-4 is positive or negative
like for numbers very close to but smaller than 2
example 1.9999
ohh that
yes
that's what I'm talking about earlier
ye
table of values
ya but here itll be hard to caculate cause irrational
js tell me this fro now
neither
I mean
dont evaluate at x=2
it's both positive and negative
we're approaching x=2
w h a t
so some number very close to 2 but smaller than 2
yes
positive
how
bcs 1.999 is positive?
if this what u mean
yes
YES PERFECT
OMG
yes
how can u take the square root of a negative
can't
yeah so how will it exist
I inserted √(1.999)²-4 in my calc it gave me -2.0.. something so I thought it's like that
it doesn't exist
yes
yes so will the 2 sided limit exist?
no
did we not substitute the left hand limit as x tends to 2
you mean √(2)²-4 -2 such?
this
have u not learnt LHL and RHL??
only among this-
bro that IS substitution
in our class? not yet
its the same thing as the table
the substitution I have learned yet is literal replacing the value of X's
what is the definiton of DNE you learnt?
0/0
general definiton is LHL≠RHL
or 1/0
yeah that too
but in table only
this is what the direction substitution I mean
could've told me this earlier substitute x=2 you get -2/0
i didn't know 😭
ya
let me put the full solution and tell if its correct
okay okay
I can put this now in my paper?
indeterminate and DNE are different
oh
just erase the indeterminate and write DNE
what are their difference
how about dne form
a limit does not exist if and only if LHL≠RHL
does this mean like any number that is the denominator is 0
no
except 0
no
then?
this is an exhaustive list anything other than this is NOT indeterminate
how can I say whether it's indeterminate or not
just like here
-2/0
and is DNE
i just sent u a list
if u get anything thats in that list
its indeterminate
sure
I feel guilty
no its fine
who told u that the limit evaluated is the same as the horizontal asymptote
for no. 5 idk but I searched it says it's ∞
organic chemistry? idk if I did the same though
W H A T
W H Y are u applying organic chemistry here
it's the name of a channel in YouTube
oh
you don't know him?
i know him
organic chemistry is also a subject
hence the confusion
anyways
limit is correct
do u know whats an asymptote
this guy
yes
what is it
yes
but mathematically
an asymptote is when a function approaches infinity right
no
ahh
remember this
yes
so this function will approach infinity when the denominator approaches 0 right
the asymptote is at the zero(s) of the denominator
wait
i don't get this
undefined
yes
so itll be the biggest when denominatorn is 0 right
yes
yes
when is the denominator 0
here we go again with when(s)
if its undefined
any number except 0
BRO
the function here
3x^3-4x^2+7
when is this 0
graph it and tell me
idk how to graph that 😭
can we skip complex parts
like making me understand DEEPLY
the asymptote is the x value for which the function tends to infinity, which is the x value for which the denominator tends to 0
For this particular function 3x³-4x²+7 that's x=-1
for this one
wrong image
5/3 is correct for the limit?
for 4
I'm guessing for 5 its ∞
but how to get the asymptote
isn't the limit also the asymptote?
This is how
No
@sturdy venture Has your question been resolved?
because you said the value of x is the asymptote
4 has ∞
i said the value of x where the denominator equals 0 is the asymptote
then what is the asymptote of 4
where the denominator equals 0 is the asymptote
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.how do i solve this
can someone solve this i already know the answer to it so you wont but helping me with my "home work"
and it isnt my homework
!occupied
Someone else is already using this help channel. If you need help with a question, please open your own help channel/thread (see #❓how-to-get-help for instructions).
someone got to the channel before you, use a different one
it's his channel, actually
!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
fr
oh wait, youre right
XD
how come the other message is on top?
just solve it please ig
!nosols
As a helper, please do not give out answers that could be copied as a homework solution. Have the student work through the problem themselves and guide them along the way.
They can show you the way, but you'll have to walk on it alone.
do you know the inradius formula
nope
BRO LOOK WHAI I HAVE WRITTEN
the intersection of the 3 perpendicular bisectors give you the center of the circumcircle
k
!volunteers
Helpers are just people volunteering their time to help you. Be polite and patient.
let me get my formula sheet rq
im just trying to help you bro, calm down
sorry
my bad
i said its not my homework
the answer is 5.06
the working is also given in the mark scheme
inradius why?
i forgot the terminology
well i add that
Circumcenter
circumradius is being asked
i divided the 360 into the ratios
as ik the side CB = 7.41
its given in a previous part
yeah thats why it looks wrong
k
R=abc/4A where abc are side lengths and A is the area
cos x = 4/R, cos(47 - x) = 5/R, would probably look pretty tough to get rid of "x" and solve for R
area can be calculated using 1/2 absin(C) formula
I was gonna type this ✅
u alr know the side length
oops
why cant this work
but again, you'll need "a" for it to work
$$ \frac{10}{10 + 8 + 7.41} \times 360 = 141.7 $$
$$ \text{which is angle ABO} $$
Why do I feel like, if I considered coordinates and found the vertices sides to find the circumcenter, it would be nearly the same work !
(0,0),(10,0) and (8cos,8sin)
i think he said a is given as 7.41
instead, if you're gonna be doing it, use cosine law and go $(2R)^2 = \frac{b^2 + c^2 - 2bc \cdot \cos A}{(\sin A)^2}$
i know CB its 7.41
Yes, but is it given in the question?
Result:
10.131896486741
R = 5.06 approx
can u explain
sine law a/sin A = b/sin B = c/sin C = 2R
You should be able to visualize it as well
R is circumradius
the radius of the circle that passes through the point A, B, C of the triangle ABC
oh
yeah so
i dont have that formula tho
this the ms
$$ \frac{10}{10 + 8 + 7.41} \times 360 = 141.7 $$
$$ \text{which is angle ABO} $$
hades
why wont this work
this image explains the deal
then i can use sin rule
because, it is not a circle that you can divide the internal angle in the ratio of sides
It is only in a circle that the ratio of arc lengths = ratio of internal angle
wdym
ohh
yeah
arc length and length are diff
thanks yo
^^"
yo thing is we could have used circle theorems aswell
COB is 96
as 47 * 2 = 96
Yes that's true. But BC is not the arc length of the circle. Instead, it is a chord
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ye ye got it
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cos(x +45degrees) = square root of 3 / 2
i get it to +- 15 degrees + n x 360 degrees
but text book says -15 and -75
since cos(square root of 3 / 2) = cos(30degrees)
just to be clear, this is $\cos(x+45^{\circ})=\frac{\sqrt{3}}{2}$, right?
;(
yes
show work
1 sec
note that $x+45^{\circ}=\frac{\pi}{6}+2\pi\cdot k,\frac{11\pi}{6}+2\pi\cdot k$ for $k\in\bZ$
;(
so far in this trig class ive not used radians or "kez" so im not very familiar
anwser in book is cos x = -15 + n x 360 (degrees) & cos x =-75 + n x 360 (degrees)
@quiet echo heres work
You're correct with the pos: -15° + n360°
For neg -> -x - 45° = 30° + n360° => -x = 75° + n360° => x = -75° + n360°
@half turret Has your question been resolved?
why -x and where does the offset 360-x go? is this the wrong use case and if so, how do i recognize that is it?
@mental egret
what are the formulas for pos x and neg x
ive thought it was 180-v for sin and 360-v for cos
- n360
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✅
Because cos y = cos(-y)
so if cos t = cos 30°, then it is my duty to put both t = 30° and -t = 30°
alright i understand that but ive used 360-v +n360 and it has worked so far, is this wrong and should i just format it like you did?
yes this is wrong because 360 - (-15) + n(360) as you can see here, is just 15 + (n+1)360°, and unfortunately, 15° doesnot satisfy the equation
could someone help me
instead, you should just put cos t = cos k => t = ±k + 360n
im having trouble with parabolas
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If we want to express log(1/200) with log(2), it becomes -2-log(2), however I was thinking it would've been 2-log(2), but does the 2 become negative because if we simplify log(1/200) we get -log(2*100) = ....?
,tex .log rules
Bonk
Bonk
Since you'd get -log(2*100) = -log(2) + log(10^2) = -log(2) + 2log(10), but that's wrong
-log(2*100) =-(log(2)+log(100))
=-(log(2) + 2)
You’re just forgetting parentheses
well, the - is on the log
so if you split the log, then the - is on both the terms
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is there usually a way to elaborate on this or i just write it in the calculator
-2log of what
I don't think you can do anything more
thanks
second and third terms could be simplified
using power and product to sum laws
which will lead to the simplification of the whole thing without the need of a calculator
@vast shale Has your question been resolved?
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i got this wrong
the equation is y=mx+b is
y = 3/-7x-3
i checked on a graphing calculator too
it said at least one of my answers are wrong but idk which one? 😭
so
What is -21/-3?
7, no?
Yes
Sorry I meant - 21/-7
wait lemme check my scrap paper
oh
im silly
thank you guys
literal life savers
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Someone pls help ai doesn’t even know
Please do not trust ChatGPT or similar AI tools for mathematical tasks, as they often generate output which "sounds correct" but has numerous factual or logical errors. Use of these AI tools to answer other people's help questions is strictly against server rules (see #rules).
Please trust yourself over ai
thank u brudda
Bro I got a few min to send this in
is this a test?
like i said, use subsitution
Alr
write x as y or vice versa and plug it in
it says "watch video"
So uh if xy=8,can you express x in terms of y
ive never used it, idk
they already did in the second eqn tho
😦
Yea but for the substitution cuh💀😭
oh this isn't small math server i forogt
Is this right?
also its me exiled
(4y+36)y=8
!show
Show your work, and if possible, explain where you are stuck.
Did you use ai?
😭
!nogpt
Please do not trust ChatGPT or similar AI tools for mathematical tasks, as they often generate output which "sounds correct" but has numerous factual or logical errors. Use of these AI tools to answer other people's help questions is strictly against server rules (see #rules).
no.
please dont use ai
dude, just do ONE thing without ai
Ok
this is the second time
Lmao
and if you use AI you dont learn
It's ok ppl hate ai here
I mean if it's last minute then they don't have a choice at this moment
If xy=8 then x=8/y yes?
Well the question changed
quick factoring
ai? more like schmai
dawg 😭
True
shouldve thought of that before hand
Ok calm down yall
Sorry bro
¯_(ツ)_/¯
send the q
Shouldn’t I rearrange 1st
If y=x^2
Then sub y=x^2 into y-4x+3=0
It's already rearranged for you
you can just sub y for x^2
It's prime real estate
you can directly substitute that
Just cook
So x^2 - 4x =3
,tex .quadratic formula
riemann
What
Oh does it factor
x^2-4x+3=0
yes
Alright factoring is better
i have a suggestion for an addition but i cant msg, need frq first
@gritty niche if i were you i would lowkey do practice problems on these
it seems like u do not understand something fundamentally and/or just confused by the question
So x^2 - 4x =-3 ?
Don't move the 3
just factor it.
and factor
x^2-4x+3=0
Realistically, I'm not updating it anytime soon.
so what multiplies to get 3 and adds to get -4
(pls tell me you know factoring)?
Yeah I just hate it
real
-3 and -1
yep
So your roots are?