#help-0
1 messages · Page 325 of 1
$\frac{x(x+2) + 4(x+2)}{x-2} <= 0$
ahaan
It is not the same
it is
use distributive
Aight
,rotate
,rotate
I’m stuck here
I’m not familiar with them
rotate clockwise and rotate counterclockwise resp.
both by 90 degrees
anyway:
answer me this, either YES or NO:
have you solved rational inequalities before?
Yes
No?
ok then how did you solve them
,rccw
ok so then i see you made a number line
and on it you marked the points where each factor (here x-3 and x+2) changes sign
yes?
Yes
Oh that’s it?
but the principle is the same still.
?
no, the list of points {-4, -2, 2, 4} is wrong
your inequality is $\frac{(x+2)(x+4)}{x-2} \leq 0$
Ann
are you 100% sure about all four of these points?
"yes i am 100% sure" / "no let me think again" / "fuck you i won't answer"
i see you've chosen the "fuck you i won't answer" option.
I picking yea I’m sure
🫠
ok, so then... tell me which factor gives us the point 4, please.
I didn’t mean it that way
BRUH WTF
YOU ALSO DK HOW TO ANSWER QUESTIONS CLEARLY
I MEANT APPROXH TO -2 and -4 FROM LEFT AND RIGHT
WHEN PRESENTED WITH 3 OPTIONS YOU MANAGE TO PICK THE WRONG FUCKING ONE
"are you 100% sure about these"
simple question
if you arent say you arent
ok in my defense
I got scared of u
what were you afraid i'd do?
so you were scared of me for no reason i see.
of course.
i have a feeling that i might know exactly why you were scared of me.
Why?
cause im a trans woman who was something other than 100% gentle and nice towards you.
subconscious crap.
I didn’t even know u were trans
not like this...
💀💀💀
ok so then if it's not Scary Tr*nny then what was scary about me exactly
like jeez
if you keep getting scared every time ppl help you how tf do you expect to get any help
u saying the fuck again and again made it look like h were mad
At me
For not understanding
not understanding is not something i get mad at
Oh ok
what i do get mad at is muddled communication.
Sorry
when you say one thing and then less than a minute later say the complete opposite.
as if your words have no value.
I got the answer btw 🫠
or you force me to decide for myself which of the things you say i can trust, and which i can't
and it is not just me for sure
,rccw
wrong
,tex $-1 \geq 0$
,rccw
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ahaan
Result:
-0.42857142857143
,calc (-3+2)(-3+4)/(-3-2)
Result:
0.2
Result:
-1
@valid mortar
hey I have a question. is cos^2(2x) equal to (cos^2 (x) - sin^2(x)) ^2?
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Wow that's horrendous
Thanks
I'll give the bots a quick restart

oh no, I broke smth
No no, that's Discord breaking lol
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is this a function
<@&286206848099549185>
no
I wouldn't consider to be one
Nope it fails the vertical line test
Do any parallel lines to the y -axis intersect the graph twice (or more)?
what is your definition of function
Looks like a horizontal parabola so seems like a polynomial function to me
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!help
We need to take out the common terms here, a variable and a coefficent
oh
So that we would not need to deal with a negative in front of the s variable
Well your partially correct it should be (s-3)
Same thing, take out a coefficent and a variable
Well we should take out a -5
why
Its -10t^2 +5t
To keep the 10^t2 positive
lets say we did take out 5t instead of -5t
hypothetical scenario here
If we took it out we get 5t(-2t +1)
We have a negative in front of 2t
Yes
You could reorder (-1+2t) but its your choice and preference
Anyways 3.
We have x^2 -10x+21
yes
The best way to do this is to do the grouping method
oo
In the group method you take 21 and find its multiples
1, 21
3, 7
that will sum up 10?
Yes but we need a -10
We put a negative sign in front of 3 and 7, gets us -3 and -7
oh
-3 + (-7) = -10
So now we take -3 and -7 and split the -10 into that
ok ok
So we split -10x into -3x and -7x
We get x^2 -7x -3x+21
You could switch the -7x and -3x to make it easier but i beleive you will get same answer
ok so u gonna factor it?
But for simplicity's sake I will take x^2 -3x -7x+21
yup
We use the previous skill we learned and factored it
yup
Since we have (x-3) two times we can take only one of them and combine the x and -7
It would be (x-7) (x-3)
I'll reword this better
ohhh
is it possible that you get 1 term two times
all the time
Like (x-5) (x-5) ?
yup
well yeah it is possible
but what are u gonna do if u didnt
This would be the difference of squares
Can someone help
yes
Open your own help channel #❓how-to-get-help
or (x² - 5²)
Yeah you could also write it that way
- 4r^2 +20r+25
Same process as before except we multiply 4 by 25
The coefficent of the first variable and the last constant
4 times 25 should get us...
100?
1/100
2/50
4/25
5/20
Actaully I found out a better way and easier way
Just split the 20r into numbers that can be factored
Give me a minute
ummm sorry to interrupt I just need to go back in this convo
btw why and how did u cancel the cm^3 in the final answer?
Lets go back to this
We forgot one pair of multiples of 100
Which is 10,10
@vague gazelle You there?
yup
+10 +10
The x is apart of 20x
no x
Yes x
uh ok
We need the x with the 10
XD
ok soo
factor time
yup
good
Remember this?
We will have (2r+5) (2r+5) which equates to (2r+5)^2
How did you get (2r + 2r) ?
do u need to write (2r + 5)²
yeah fully factorized form
ok
xD
So thats gonna be your answer
- 2x^2+3x-14
🙂 im glad it help
Yes
-28
ok
So what would our multiples be?
Yup
We want a +3x
So it would be this one
Remember the x
Its ok
2x(x - 2) 7(x - 2)
good
Yay you did it
YAYYYYY
Thats the farthest we can go
niceee tytytyyyyy
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To start off I first wrote them with the same base
Such as: 3⁷*(3²)^x= 48 × (3²)^y
So 3^7+2x=48×3^2y
however this is where im stuck
3^2 isn't 6
that is true
so how did you rewrite left side as 3⁷*(3²)^x
How did you go from 3^7 * (3*2)^x to that?
Ah, you mean 3^(7 + x)
We have that [3^{7 + x} \cdot 2^x = 48 \cdot 3^{2y},] so [3^{7 + x} \cdot 2^x = 2^4 \cdot 3 \cdot 3^{2y},] so [3^{7 + x} \cdot 2^x = 2^4 \cdot 3^{2y + 1}]
yes
Thus, I'd say we need 7 + x = 2y + 1 and x = 4
Are you familiar with prime factorizations?
It's where we write a number, say, 28, as a product of only primes (7 * 2 * 2)
Ah, that's good
Since 2 and 3 are both primes, we could consider each side to be prime factorizations:
The number on the left needs to have
- 7+x number of 3's
- x number of 2's
and the number on the right needs to have:
- 4 twos
- 2y+1 number of threes
I assume x, y need to be integers
There are infinitely many real solutions
Yeah, this method assumes integers
so you assume 3^(7+x)=3^(2y+1)
Yep
ah ok ok
After assuming that x, y need to be integers, it follows that 3^(7 + x) = 3^(2y + 1)
(Because of what Kiako said)
yeah but why doesnt 2 have a role in this
why isnt that included in the 3^(7+x)=3^(2y+1)
Though did it really ask only for integer solutions?
it's probably clear from the context of your course (what you did earlier/...)
yeah I can see some correlations
but this is the first instance where I have automatically assumed two equations
anyways thanks for the help
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help me
solution like this
X+X
👉 👈
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I’m kinda confused about this whole thing
<@&286206848099549185>
@alpine sable Has your question been resolved?
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where, a(t) is the acceleration vector, κ is the curvature, and N(t) is the unit normal vector.
how could i show this i'm not sure where to start
i tried starting by swapping T(t), N(t) and k[v(t)]^2 in terms of r' and v' and stuff but i get stuck
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I’m trying to solve the problem: Find all polynomials p(x) such that p(x^n) p(x)^n for all natural n
here is my solution
is this correct? it would be helpful if someone can verify this for me or find a counter example
@low nymph Has your question been resolved?
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@low nymph Has your question been resolved?
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How me do this?
Draw a diagram
To get to answer you need to draw a diagram
yeah so how do I do that?
So first you draw 2 dots
That’s tony and jay
Then you draw a line connecting the 2 dots
Label it with 5 for 5 miles
Because the question tells you tony and jay are 5 miles apart
Here
I solved for one side with law of sine, I'm not sure why I did that tho
cus I don't know how to get the altitude part
Well think about this
Consider the left triangle
If we drew a vertical height line, it’s perpendicular to the base
So it makes a 90 deg angle
inverse sine times the side
We also know the left angle is 57
Yep
@full nimbus Has your question been resolved?
@full nimbus Has your question been resolved?
How do I know which to subtract by without the graph
why are you here?
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Is this diagram right?
not quite
cus I don't really understand what south 76 east means
it means you start south, then rotate 76 degrees towards east
what does 26 miles due east mean?
26 miles away in the eastern direction
so its the other way
where would it be then?
if you do a dashed line directly south from z, then its the angle between that dashed line and your solid one
so on the opposite side of the line to where it is now
youve drawn west 35 south rather than south 35 west
yes
90-35
where does the angle 26 and side length 111 come from
that works
seems valid
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how does this work
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how do I?
Draw a picture
I did, its really bad
There's a theorem about lengths of diagonals in parallelograms
Did you learn any in class
http://www.rootmath.org | Linear Algebra
We prove that the diagonals of a parallelogram are perpendicular if and only if the sides of the parallelogram are the same length.
Oh
yeah, I don't know
Just another example using the Law of Cosine to help find the side lengths of a parallelogram if we know the angles at which the diagonals intersect.
I don't have the angle tho
and I need to find the diagonal
wait
yeah I don't have an angle
You have three sides of a triangle you can find the angle
Show the picture
You can move the 7 over to the other side since it's a parallelogram
Then yeah you have all 3 sides
Use law of cosines
ohhhhhhhhhhhhh
let me do it rw
rq
I got 94.096 for the angle
wait
I got 18.8391 for the
this angle
then I got 6.375 for half of the diagonal
so the diagonal is 12.75
is that right?
Show your work
I'm just asking if I'm right
I got one side as 5.5 because 11/2 is 5.5
then one side is 7
then the angle between them is 18.8391
then you us law of cos
then you get 6.375
and then you need to multiply by 2 cus its only half of the diagonal
so you get 12.75
don't leave for another 30 mins, please
he left didn't he
I can't follow random numbers without calculations
Where does this number come from
It's your problem not mine

inverse cos(((8^2 - 11^2 - 7^2) / 11) / 7)
is where I got 18.8391
just tell me if I'm right
I have waited for like 20 mins
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<@&286206848099549185>
!15m
Please only use the <@&286206848099549185> ping once if your question has not been answered for 15 minutes. Please do not ping or DM individual users about your question.
for why
ive never even used that ping before
You just did
!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'm told it's wrong
4. I got an answer and would like my work checked
5. I have a question about someone else's worked solution
6. None of the above
idk how to solve A/B
So... status 1?
When you have A \ B you take out any elements in A that are also in B
Any elements in B that are not in A can be ignored
so 5?
What is 5?
Yes
Ngl i havent taken what looks like discrete math so i cant help with this one sorry
@alpine sable Has your question been resolved?
Okay first of all, you're a criminal for stealing my username
Now that that's out of the way, what is the current question
@alpine sable Has your question been resolved?
ive been soup since i opened the account
okay so the directions are under the question
but it doesnt make snese
this is the one im currently on
this one no one knows how to do and im also stuck on
Okay let's do this one then since I'm not in your class.
What are the three properties you need for a relation to be an equivalence relation?
reflexive ,symmetry, trans...
i dont understand how that concept relates to birthdays
x~y if x and y share a birthday
This is how they defined the relation
So x~x would suggest that x and x share a birthday. Is this always true?
Yeah, you share a birthday with yourself.
So how about symmetry
That is does x~y imply y~x?
yeah it doesnt matter what order the birthdays are in
(Ping me with all responses please, this channel is hiding from me)
Great, now the last one, transitivity
Does x~y and y~z imply x~z?
z doesnt exist
Now answer this
(The actual letters don't matter, just the relation. I could say Bob ~ Calassandra and that would be perfectly valid)
Yes, that is correct, but why?
bc if x and y have the same birthday and y and z have the same birthday then x and z have the same birthday
@void niche
its weird pinging myself
Yep, that's it!
So you have established that (a) is an equivalence relation
Why don't you try (b)
Great, that one was easy
So not an equivalence relation
(It also fails symmetry, but passes transitivity)
How about (c)
Don't fix specific words, just think of it from an abstract pov
It can. For instance, let x = "soup" and y = "bowl"
Then x ~ y
yeah but only in that scenario
That's fine
An equivalence relation does not impose that very many things have to be related
well yeah u proved it
Yeah that's the idea
You can't really do it for specific examples like that, you need a more general argument
But that's the point
i have a test tmr but i get a note card anything you think i should write
also can u do one more problem section
Problem section? You mean one more problem?
Idk your courses content so there's no way for me to know
fair enough
this one is ez i just dont know what set builder notation means
N is natural numbers
im looking at B rn
idk how to convert them
@void niche
Set builder notation is the kind with the colon inside
o
So {type of element : conditions element must satisfy}
is that right
Yeah thats the answer to part b
how do i do the reverse
For example for (a)
Well, try it. I'll help you correct what you mess up, should that happen
{x E R : multiple of 3}
R is real numbers
so there isnt a format it just has to make sense
what about the letter one idek where to start
Well there is a format, you did it
i appreciate ur help no one else would sit here and help
Ha! Yeah, thats it.
The symbol they use doesn't matter
They could have said {letters
in the English alphabet :
is a vowel} and it would have been the same set
But the symbol is \ell in latex
latex??
How people type math usually
oh weird
I'm not sure. Probably means equivalent as sets
oh the equals sign means its a bijection
Okay
Since both sets are finite, there existing a bijection is equivalent to them having the same cardinality
So what is the cardinality of each side
well they cant be the same bc b adds to the cardinality
I feel like you have a typo in there
order pairs
"Roster" notation as your class calls it
Yeah but like
Literallt write it down
Like rn in this chat
Good, what's the cardinality
math is bad
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need help
@wild falcon Has your question been resolved?
<@&286206848099549185>
F’(x) = 0 at x= 0 and 2
Decreasing at (0,2)
Increasing for x>2 and x < 0
is the bottom 2 correct?
Ya you have a vertical tangent at x = 2.. but not x=-1
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I'm pretty stuck on how to go about this one
likely it has to do with the MVT
I assume
but I tried applying that in a few different ways and couldn't really get a track going where I saw something
so any pointers would be greatly appreciated
what is f:(a,b), is it a function
yes it is a function from the open interval (a,b) to R
Idk if im correct.. but f’x is 0 for all values of c.. and so is f’’.. hence the graph should have no local maxima or minima..
Oh
<@&286206848099549185>
Can't you just say it doesn't work with second order derivative test
Like it fails the test
no access to any derivative tests
😭
that'd take all the fun out of it
So at c...the derivative and the second derivative touch the x axis right?
But the third derivative doesn't right?
yes
something like
y=x^3 y'=3x^2 y''=6x y'''=0
at x=0
there is some kind of horizontal slide going on of course
But you would have to assume f(x) is a polynomial
right, I'm not saying that is the only case
just an example
to get a feel for it
Well you would have to prove some relation between a local minimum and the derivative to solve this, that is the only thing that pops inside my head
well the relation is that if f has a local min/max at c and f diff at c then f'(c)=0
but f does not have a local min max at c
so this is useless
No I meant a relation with the 3rd and 2nd derivative
Wait what if you let g(x) = f''(x)
Then use this
it doesn't help
it is not an if and only if statement
the reverse implicattion clearly is not true
What if you show that sign of f'(x) is same in neighbourhood of c? Does that work as a proof?
It geometrically clearly makes sense to me but i calculus proofs are often some epsilon delta stuff.
I mean... i can write that formally using limits still but i dunno if it still fits your expectations.
What do you mean by the sign of f'(x) is same in neighbourhood of c?
That is for x < c, if f'(x) is positive, then for x>c also f'(x) is positive.
Similarly for negative.
Of course, those x's are only in a very small neighbourhood of c.
and that would help why?
Because sign of derivative changes at maxima and minima.
It goes from positive to negative for maxima, and negative to positive for minima.
I haven't proven that
Skill issue
my knight in shining armour has arrived
Oh I have no clue
skill issue
You've pretty rapidly surpassed the level of analysis I can just recite
I hate analysis
Yeah I did this shit like 4 years ago now
Just out of curiosity, how does one formally prove that a point c is maxima or minima in calculus then?
Showing that f(c) < f(x)(greater for maxima) for all x in neighbourhood. Like that?
yes
if there exists a delta>0 s.t for all x |x-c|<delta implies that f(x)<=f(c)
then there is a local max
opposite for min
Ah. Okay.
@vapid shuttle Has your question been resolved?
name l = f'''(c). Since f''' is continuous, you can find a neighborhood of c where f'''(x) > l/2. then integrating 3 times from c to x...
(distinguish the case where x<c and x > c)
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I have trouble understanding how -cot became tan
$\tan{\left(\frac \pi 2 + \theta\right)} = -\cot{(\theta)}$
Enemagneto
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Oh I see thank you so much
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tan(90 + x ) = -cot(x)
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Can someone help me to create a script for my reporting.. about finding the focus and latus rectum in parabola?🥲
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Can some help me with send
Second*
The only thing I know is that sin60 = sqrt(3)/2
And we have to relate the rest to it
use those product and sum rules
the ones in the end
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Can someone help me with this one?
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The owner is missing!
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is "squaring a vector" a well defined operation?
in an abuse of notation you sometimes write vector^2 for vector dot vector
but that sucks and shouldn't be done
in another abuse of notation it could also mean elementwise squared
ok i see
either way, not nice. don't do it
hmm
this kind of matrix algebra stuff gets me very stressed ngl
are expected values for matrices and vectors well defined?
they are usually elementwise iirc
i believe so too
chatgpt is giving me some nonesense answers here i think, suggesting that the expected value for a vector is a dot product of some probability vector and the vector
dont use chatgpt for math
fair
i would like to use this channel for a question that is technically not the same as the first one i asked
honestly i feel so confused that i dont even know what question to ask to help me lol
i've concluded that it surely means y dot y
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Can anyone give some example clarify 6 f)? It should be true right? (Sorry it's set theory... not much to solve)
@alpine sable Has your question been resolved?
still need help here?
yes pls
consider a set where b = c
and b and c are subset of a
choose the simplest one you can think of so it's easy to visualize
like you said, there's nothing to solve here, so i can't really give you the example without answering the problem
i think I get it... its can't be true its false
yea using this I was able to make my argument... its 100% false my hypothesis was wrong
thnx
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Hey,
E = {2;{4;5};4}
Why {5} is not included in E
Because it's not one of its elements
Is E coming from somewhere else or is that just how it's defined?
Okay thx for help :p
