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Help? I don't know how to determine A in this equation.
Ignoring the equation, how might you find the perimeter of a 9-gon?
Imagine breaking it up into triangles and finding the length of each of those triangles
360 / 9 = 40 (9 triangles with the top angle 40°)
Divide each triangle into two right triangles and use sine functions with the radius 3 as hypotenuse 3
But im not quite sure where to determine "A"
That's exactly right. Once you do that, you'll get a value in the correct form
The triangle, after being halved has angle 20, hypotenuse 3
yes?
3sin(20) = half of the triangle's length
There's 18 of those halves
hold on
give me a min
Oh my god
Thank you so much!
thanks for the help, it means a lot to me.
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For 5b) I calculated mean( Xwith line) to be 76.92857
s to be 10.71281
im confused how to set up 5c) using this info
Would it me P(Z≤50)?
then calc my z score value * population?
P(Z≤((50-76.92857)/10.71281)
=P(Z≤(-2.51)
then 250 * 0.0062 = 1.55 individuals?
@pseudo hazel Has your question been resolved?
@pseudo hazel Has your question been resolved?
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so the "cost" function is a function of what?
the abilities only?
so ideally the cost increases as the difficulty increases?
and maxLevels is a constant right?
Umm so "cost" Is the cost of upgrading a weapon or something?
And as difficulty increases cost function increases
?
And also MaxLevel
Two parameters
seems like you could just do a linear or exponential cost function depending on your preference
Now u want the formula of the
Cost function?
So the players income is linear?
And if the cost is exponential?
Then cost might be too much
I see
So you want a cost function which is affordable?
For the players
I see
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if i have an elliptic curve with basepoint G and c * G + B public key (B = b * G, B is known to adversary) and i give c + b private key to adversary, can he calculate b? c is unknown to the adversary
i'm thinking no but not sure
im not sure what channel i should b asking this in tbh
@devout crater Has your question been resolved?

Hm
I don’t see how he could find c or b alone
Adversary knows bG and hence cG; with these alone he can’t know b or c. But even with knowledge of b + c, I don’t think it could help very much
It might be able to narrow it down though (if b and c are both small, their sum will be small, and the attacker can use this fact to find the values. But I think this is easily overcome by choosing “good” values for b and c)
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you can use heron's formula by equating it with 1/2 base * height
alr nvm mind i too have a problem
wait wait
this que is not easy as it seems lol
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@crimson sedge Has your question been resolved?
How'd you you bring that alpha -1/2
4a^2+2a-1 is already 0
so whatever I multiply it by, it's still 0
and by multiplying it by a-1/2, you'll notice it becomes really similar to one of the choices
You made it a lot messy ig
Maybe we could do the other way yk
Like let's take the value of beta something
Or whatever it comes
Then we know that the other root is beta indeed
So if we substitute, we will equate it to beta
if you still dont get it
If it gets absolutely correct
if you want to do it your way, here you go
takes more work though
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how do i do ii idk how to show but i do know how to differentiate
@amber oriole Has your question been resolved?
<@&286206848099549185>
no the part ii
not i
i know direct proportion is y=kx
and dp/dt is 650000me(mt)
You are gonna set an differential equation
k
Cuneyt
what happened to the 650 000
Included in m I guess
Then how about the original eqn P= 650 000e(mt)? or do you not need to use the original eqn
Beats me, find someoene else
k
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Given an interval on the real line, say, [-1, 1], is there a relatively simple and principled manner of constructing polynomials that are monotonically increasing on the given interval?
Uhh. Why not just choose y=x for any interval?
Well, I'll have some additional restrictions on the polynomial
Ok so give them
Otherwise you can differentiate the polynomial and check if the der is positive
I'm kind of looking for a more general approach for either representing such monotone polynomials, or a general-purpose way of constructing them
Basically I'll have some requirements, such as the polynomial fitting certain points (i.e. p(a) = b for some a or b), maybe some requirements on the derivative, and in addition that the polynomial should be monotone
the other requirements are just algebra: but the monotone requirement is harder to satisfy by construction
How comprehensive does the set of solutions need to be?
Does it need to contain ALL solutions?
Or just one
I am not entirely sure. Do you mean the set of solutions in the sense of "all the polynomials satisfying these requirements"?
Ye
I suppose I don't need this to be comprehensive - I think being able to construct any polynomial with a given set of properties should be sufficient
I suppose... I could perhaps construct a positive polynomial (on the given interval) and then integrate it in order to obtain a monotone polynomial? 🤔 I'm not sure if this makes the problem any easier though, since it's not immediately obvious to me how to ensure a polynomial is positive on a given interval either
unless I use a Bernstein basis, which has positive basis functions IIRC
but that's getting very complicated
@polar warren Has your question been resolved?
It seems the answer to my question might be found in the paper "Fast and flexible methods for monotone polynomial fitting", https://www.researchgate.net/publication/292674112_Fast_and_flexible_methods_for_monotone_polynomial_fitting
Thanks for engaging with me so far, @crimson sedge!
I'll close this channel now and focus on reading that paper 🙂
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Oh
Fractions of polynomials
The writing is good
(b+3)(a+2)= ab + 2b +3a + 6
Do you see why?
Bruh
Wait
Do the same for the denominator
The thing was to realise that you want an expression of the form (a+ sth) (b+ sth else)
Let's say
(a+C) (b+D)
(ab+ Da + Cb + DC)
So for me the 6 stood out
As 6=2*3
Reopen the brackets
Of your expression
Tell me what you get
Forget about the 3b
For jow
Now
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when given a polynomial attempting to find zeroes how do you know if it's positive or negative? i.e when given
f(x)=x4−3x3−3x2+11x−6 and the graph is between -2 and 3 would the zeroes be -2, -1, 1, 2 and 3? would i repeat -1 and 1?
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Can someone help me?
yeah ask ur question
How can I show that the Bessel functions are linearly independent to the Neumann function
Show that the Bessel function of the first order is linearly independent to the second order
do you have the forms of the 1st and 2nd order bessel functions?
i think to show two functions are linearly independent just show that 1 is not a constant multiple of another?
sry im not too familiar with this, but i found this doc that seems helpful...https://homepage.tudelft.nl/11r49/documents/wi4006/bessel.pdf
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When I rearrange:
I get: ((e^3kt)- 1)/(2+(e^3kt))
how do I get the top image?
I don't see any other solution apart from my own
where did the - come from
on the power expression
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how do i calculate the AF
pythagoras theorem a^2 + b^2 = c^2
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MY FRIEND NEEDS HELP LIKE RN
Your school is going on a field trip. It takes 2 buses to carry 64 people. Write and solve a proportion to find the number of buses needed to carry 150 people.
I CANT READ HOW TO GET HELP
IM RUSHING
IM SO SORRY
BUT PLEASE HELP
she got 10mins left help me omg
im sorry for rushing
YES
uhm idk
Help on tests not allowed
oh ok
no
its homework
shes on a deadline
yes
yep
yeahhh
omfg
SAME
i tried dividing it
like 64 to 150
but it seemed wrong
cries
o
o
girl no
64 = 2 busses
its uhm
lawd
YES
i hate math sm im sorry
i got 94 in math
it sucks
so i did math
and
5
thxxx
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i need help with venn diagrams but i cant post an image on here, whats the issue ? people in other rooms can post them freely
Can you describe it in words?
it would be better to draw it but i can try...
35 students are taking a test with 3 exercises.
2 students solved only the first exercise ( A = 2 )
3 students solved only the second exercise ( B = 3 )
First and second exercise was solved by 16 students (A ∩ B = 16)
Second and third was solved by 14 students (B ∩ C = 14)
All exercises were solved by 10 students (A ∩ B ∩ C = 10)
First or third was solved by 31 students ( A + C = 31 ?? )
3 students didnt solve neither first nor second exercise (everything thats not in A or B = 3 ??)
Im not sure about the last two lines
Is my thinking correct ?
I used this image as an example
how do you visualize "first or third was solved by 31 students"
|Their union| is 31
so "3 students didnt solve neither first nor second exercise" basically means "3 students solved third exercise" ?
or does it mean "3 students solved third exercise or solved nothing" ?
This
@bronze meteor Has your question been resolved?
ok thanks very much
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hiya
i am sorry but i have no clue how the hell this happened
idk what it’s called in english (this math type) but in german we call it nullstellen bestimmen which roughly translates to determine the zero point
and i was watching a youtube video and the guy explained jt like this but i don’t understand like at all so im hoping you can help
we'd call the 'zero points' 'roots' probably.
He substracted two from both sides
The main idea here is that, if you have an equation - something where the left hand side has the same value as the right hand side - doing the same thing to both sides keeps it equal. In order to 'move' the 2 to the right, really we are subtracting 2 from both sides, so that the left becomes 5x+2-2 which is just 5x, and the right becomes 0-2, ie: -2
and how did he get to -0.4🥲
man i hate math
also
what would i search up on YouTube to try and get YouTube videos explaining this in English?
like what is it called?
solving equations, or finding the roots of equations. this equation is 'linear', so adding that to your searches might yield better results too
but the one thing i don’t understand
why is it not 3x = -2?
when you subtract 2 from 5x + 2, you only have to subtract the 2 from one part. The 5 in the 5x doesn't have to go down by 2 as well. Think about it: 10 + 15 - 2 equals 10 + 13, it doesn't equal 8 + 13, because then we would have subtracted 2 twice.
Also, subtracting 2 from 5x doesn't necessarily give 3x, because we dont know what x is. If x were 100, 5x would be 500, but 5x-2 would be 498, not 3x = 300
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Could someone help me with the third part of this question
Im a little lost because I dont know what the acceleration is and so I cant rearrange for the mass or maybe im approaching this wrong entirely
I worked the friction to be g/2 btw
$$a =\frac{F}{m}$$
Pluton
By second newtons law
Where do i use that, i do not have a mass to divide by
The mass is ultimately what I am trying to find
Oh so you are trying to solve iii
yeah
So if that is correct then would it be like this ?
Is friction g/2
yeah
Then that should be correct
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@lost lance is that the friction force bc in question it says its accelaration
Part ii was to work out friction and so this is what i did
So i think it is g/2 unless its a mistake carried forward
So 4.9 is friction force?
Yes
Result:
0.49949031600408
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what have you tried
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first degree equations with two unknowns can somebody explain
lets say i have 2x - y^2 = 0 how do i do that and why is there 0 after equal?
what does even first degree means






god pls somebody help me
<@&286206848099549185>
Okay, @crimson sedge, first of all, how have you tried to solve this problem?
i have no idea how to do it when i have 2 letters
Okay, I am just going to point out that you can't actually "solve" this problem...
But you can write a formula to find the remaining variable if you have the other
hmm okay lets see
okay i think i understand a few first excersises but then it gets really hard
These are some resources for finding out what a degree is...
Do you have any extra information about the equation you have above? @crimson sedge
alr i think i understand now
so
the excercise is to tell which one of these are first degree with two equations not to solve them
Okay, so are you able to tell what ones are first degree polynomials?
no idea what requirements they need
The first one
im just supposed to tell which ones are first degree
I am sorry, I don't understand the language that is written in.
yeah i know so i wrote what im supposed to do there
Okay
Simply that the degree of the polynomial = 1
https://youtu.be/o5e8fO1qyIw
https://www.google.com/search?q=how+to+find+the+degree+of+a+polynomial&oq=how+to+find+the+degree+of+a+polynomial&aqs=chrome..69i57j0i512l9.5206j0j7&sourceid=chrome&ie=UTF-8
I think that these are great resources for finding out the degree of the polynomial
could you tell me which ones of this excersise are first degree?
No, because it appears that is your homework and by #rules I can't
this is not my homework i have a test tommorow and i wanna do every single excersise
so that im sure i will pass
It doesn't have an answer key in the back of the book? (Generally my books of that sort have an answer key in the back.)
oh i forgot about it
alr, few next excersises are just about using numbersin brackets and checking if they fit the answer
and then boom
give three examples of pairs of numbers that satisfy the given equation. then, in a rectangular coordinate system, sketch the equation plot and mark points on it whose coordinates are equal to these pairs of numbers.
a) -3x+5y=10
Okay lets turn this into a formula so that we can input 'x' and output 'y' in order to get our three coordinate pairs.
how do we do that
Do you know how to algebraically rearrange a equation? (Just asking to see what tools I can use.)
no
its 9 grade math i think they know its really simple so they want me to just think about it
its like 2 + x = 5
Yes
hmm
then -3x + 8 + 5 + 0 would be 10
i dont know how to draw it i mean the coordinate system
Hey, so what's your question, snoop?
i dont know how to draw coordinate system
thank you guys but im just going to cry for now
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Did I do this right?
We had to complete the square to find the formula for a surface formula. I deduced it was elliptic cone -- is this correct
I just need a check off
It’s a hyperbola rotate around a line, don’t know what it’s called
im following my textbook formulaa
a set of three with one variable being negative all = 0 is an elliptic cone
so did i do this right?
I see, then right
i completed the square correctly and the formula was done correctly as well ?
here is the graph in geoalgebra for reference
she doesnt have a bad song
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geoxcaliber
no, that's not how it works
exactly
you can simplify it a little bit tho
what's something that each of the three terms has
3
So you can simply 3 right?
yes
so what would that turn into
$$\frac{2a^2}{2a+1}$$
geoxcaliber
You can't just divide if there was a minus as well right?
exactly
Ok thanks
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what is your question
@crimson sedge Has your question been resolved?
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Hey, quick limits question!
I'm practing lhopital's rule
And I was wondering if, given the product law for limits
Would it be possible to rewrite a rational function as the product of two functions, one rational and the other not?
And then use LR on the first function to get the limit and just multiply it by the limit of the seconf function?
So like, f(x) is rational, let f(x) = R(x)*h(x), where R(x) is rational and the limit is of form 0/0, while the limit of h(x) is just 1
Can I just use l'hopital's rule on R(x) and multiply the resulting limit by 1? Again, based on the product law of limits
L'hospital's rule isn't doing anything in this case. Yes, you can split a limit between products.
Not in splitting the function, I would use it after splitting.
Just so I don't have to find the derivative of an annoying product, really
I don't see anything that would immediately be wrong, but I wanted to make sure
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I need help on how to simplify this expression. The part I’m stuck on has a squiggly underline.
what's x+x?
2x
yes
so it would be 2sin0cos0?
sin(theta)cos(theta), but yes
thank you! i was told it was wrong
well it can be more simplified if you know double angle identities
But if you're not yet at double/half angle identities, then that's as simple
thank you so much!
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hi
A 2kg crate rests on the floor. How much work is required to move it when pushing with 10 N of force: (HINT: Draw a free body diagram to determine the net force on the crate)
(a) 3m along the floor against a friction force of 4N
how to do this?
have you drawn a diagram
then draw a diagram
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I am having troubles with what to do in regardss to how what to do with a negative exponent and multiplying a coeefecient by a radical
a^(-b) = 1/(a^b)
and √(ab) = √a • √b
These are the properties you'll use to simplify this
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can someone explain to me the ratio continued property rule thing
It doesn't make sense to me
@crimson sedge Has your question been resolved?
Do you understand what the ration is between dogs to squirrels?
Sorry I was helping someone else. But no, I mean from the numbers provided.
So the ratio of cats to dogs is 4 : 5
The ratio of dogs to squirrels would be what?
@livid locust 5:12
alright
Now, what is the ratio between squirrels to raccoons
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Yo I need help please 🙏
This question
Based
I'm not sure what I'm reading here
yea there's not enough information here to help you.
What’s missing
I can send it
I just don’t how to find a and then find the square root function
I don’t know how to find a either
probably in your textbook and/or notes
All I really need to know is which point here is “farther from the end point and appears to lie on or very close to the line of best for”
The endpoint is (160,10.16) right?
The graph is made out of data I recorded
what does that have to do with the definition of "endpoint"
what does your textbook say an "endpoint" is ?
I don’t have a textbook
lecture notes then
Well obviously the two points at the ends but it’s asking for only one
Idk which one
(160,10.16) or (0,0.8)
How am I supposed to figure out what this point is “farthest from the endpoint and appears to lie on or very close to the line of best fit”
<@&286206848099549185>
Someone please
How do I find a
And write the equation in transformative form
<@&286206848099549185>
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@plain wraith Has your question been resolved?
so each consecutive pair of terms is of the form n^2 - m^2
ok
for the first four terms
so you can rewrite each pair of terms as (n-m)(n+m)
but m is n+2, right?
yea'
so that's (n-(n-2))(n+(n+2))
and that simplifies to 2(2n+2), or 4n+4
and n is just 2k
now you have to only add the suym for odd k because you sucked in the even k's
in the sum, each consecutive pair of terms can be replaced by 4n+4
so instead of 4000 terms, yhou onlty have 2000, and you skip every other k
but first pair for eg is 4-16 which give -12
yes, this sum is negative
using the 4n+4 its 12?

oh, right duh
m = n + 2
but i subbed n-2
so it's (n-(n+2))(n+(n+2))
and that comes to -2 (2n+2), or -4n-4

good spot
i flipped the minus twice
tbh i usually use sage for stuff like this, because i make little mistake slike that all the time
n was 2 for the first pair, 6 for the second, it'll be 10 for the third
so that means n is related to k how?
plus4
actually 2k-2
when k =1 n =2, k = 2 n = 6, k =3 n = 10
but also remember that you cut the nunber of terms in half, so your sum only goes to 2000 instead of 4000
isnt it 4k-2
yup, typo sorry
btw how u get 2 6 10
the third pair is 100 - 144
oo so it is found by calculation?
the calucluation helps you find the pattern
and base on the cal u find the parrtern
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ahh
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yhou should be able to, i assime you know the formula for the sum of the first n integers

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I need someone to walk me through some problems, this is for statistics.
Please ping me if you can help.
• After 15 minutes, feel free to ping @Helpers.
Sorry.
@round compass Has your question been resolved?
Statistics isn't a popular topic for helpers
Why not?
Considering most math departments don't even require a single statistics course for their bachelor's
Maybe try a statistics server
Can't find one.
If you could find one please let me know.
Guess I'm just gonna drop out of this class.
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Hi. I need helpt with c or d. Thank you. spent a lot of time to think, but still stuck 😦
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I have some math questions
”What time is it if what is left of the day is 5/3 of what has gone of the day. One
day is 24 hours and starts at 00.00 ie midnight.”
@blissful mauve what have you tried?
Do you know what to do with the 5/3?
Its a ratio
5:3
How would you split 24 hours with this ratio?
3 is one part of the ratio
You have 5:3
You will have to times it by 5 to find what 5 are, as 3 is only 1
Why +3?
Do you want explain how the whole thing works ? Cuz I feel a bit lost
We divided 24 by 8 to find how much 1 is worth in out ratio
Since the ratio is 5:3, to find where this is we could either times 24/8 by 5 or take 24/8 times 3 away from 24
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.reopen
✅
Am I right ?
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given a certain function f, how can i compute limit 0+ and 0- ? What's the difference between computing limit 0 ?
I mean, I know theoretically the difference, but when calculating the limit I do not know
you calculate both the limits and then if they are equal, we say it's equal to the limit tends to zero
elemen
$\lim_{x\to 0^+} \frac{1}{x^3} = \infty$ and $\lim_{x\to 0^-} \frac{1}{x^3} = -\infty$
elemen
i agree, but i mean how do I calculate both the limits, like what's the difference between calculating limit of f(x) when x->0 and limit of f(x) when x-> 0+/-
i do think i understand this part, just not the technical part of how to get the limit on both sides of x_0
because in my case, the function is the same on the entire domain
what's your case, then?
what does that mean
what exactly are you trying to find
lim tends to 0
ah
I am looking for lim -> 0+ and lim -> 0- so that I can get g(0) the continuous extension of the function f
The difference is in signs only if no piece-wise definition (if there even is a difference)
so you want to find lim x->0+ and lim x->0- of this function right?
oh so i just take -L for zero minus?
What no
what do you mean by the difference is in signs only
Say there is a fraction with x in numerator for example
If x approach 0 from the left then the fraction is negative always
If from the right its positive
As for calculating your limit try multiplying and dividing by 2x
(Or LH)
okay I think I understand a little better, though I do have a question
limit of x->0+ IxI/ x =1
limit of x->0- IxI/ x =-1
and i'm not sure why, though I think it's because of what you told me earlier? But limit of x/x = 1 always regardless of x->0+ or -
|x| is a piece-wise function
If x>=0 then |x|=x
If x<0 then |x|=-x
Understand the result now?
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∫∫P(x,y)dydx
is the def of the mass
did i?
Show your work
Mistake in first line

Idk how I got this far
Small mistakes happen. Do it on hw, not tests
Tyty
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Would this be the correct way to set up the integral?
wait its center isnt at 0
It would be this right?
Are you told to integrate in cartesian?
Not specifically, should i convert to polar ?
Think why it might be a good idea
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I forgot how to explain the reasonings. (Study guide question, study guide isnt graded)
@fervent bay Has your question been resolved?
<@&286206848099549185>
Can you show me what you've attempted sofar?
Do you know what the symbols are representing such as ≅?
I know the symbol means congruent, and I know || means parallel
the postulates confuse me the most, im guessing its sas postulate since its a right trangle meaning R is 90 degrees
but I dont really know
I also dont know the name of the reasoning for Q ~= Q
@fervent bay Has your question been resolved?
angle RQS is common in both triangles
by corresponding angles angle QAB = angle QRS
likewise with angles QBA and QSR
therefore the triangles are similar
and so the ratio of corresponding sides is the same hence QA/QR = QB/QS
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A and B are matrices, find (B^-1 * A)^-1
Is it just B * A^-1
ah thank you, it was the last question in my textbook and was suspicious it might be too easy
I didn't know it flips the order
It's same w/ transpose
@sharp bay Has your question been resolved?
why should it commute?
EndTimes trollin' y'all
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Oh my b
sorry
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how should one go about factorising $(z^2 - z +(-1+3i))$
Vince Tafea
are you sure your question isnt to solve that=0?
its part of an overall question of finding linear factors to a polynomial. it is a factor so yeah it would be a root so yeah i think u can =0?
$(z^2 - z +(-1+3i))=0$
Vince Tafea
Vince Tafea
ah yeah ok thanks ill just work on it n brb thank u for pointing me in right direction
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how does one verify that an optimal solution, given by the lagrange multiplier method, is indeed a max or min using the second derivative test?
more specifically, I have a solution to the problem: “minimize f(x,y,z) subject to g(x,y,z)=k”
how can I “verify my solution using the second partials test”?
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I don’t understand how to find the coordinates of point C.
are there some numbers involved with these lines and points
Is that a test?
It’s a past paper from 2016 it says up there on the docx
time travel?
I'm pretty sure there's still not enough information
someone else want to look at this?
See, it’s a post on my classroom
For past papers In my school
Is this still not enough?
Where exactly is point A?
Don't see it here
Did you do part E?
Did you find the equation of the line l2?
Because the intersection, which is point c, is just set the two equations equal to each other, find x, then use that x, plug it into one of the equations, find y
Ok
That’s what the answer also says but the where Did the equation of y= -2/3x+8 2/3 come from
The answer from part E
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Closed due to the original message being deleted
Is the domain
[-1, 7]
Infinity?
Oh cool, i didnt know that
Thank you
Polynomial is this right 3x^3
But not this
3x
Oh interesting
Whats not a polynomial
$$\sqrt x$$ is not a polynomial
abs_0
So root numbers are not polynomials?
Also, $$\sqrt{x + 3}$$ is not a polynomial even though it’s technically $x^1$
abs_0
Refer to this if you’re ever in doubt
The y values are decreasing as the x values increasing
Aight
In the graph
Its decreasing overall right?
No, it goes up then down then up then down again
So its neither increasing or decreasing?



