#help-0
1 messages · Page 419 of 1
yeah you basically just extend it until it meets the circle
and then you call that point E
well start labeling angles and distances and applying the geometric rules you learned in class
can i do this
i forgot to write a ab
b
i havw this rn
not sure how to prove equal sides
uhhh thats definitely not the graphic they were aiming for you to make LOL
idk i was just playing around
should look something liek this
yeah
ok
i think i got confused for some reason, yours is fine
ok i have dis so far
opposite angles in a parallelogram equal
and opposite sides in a cyclic quadrilateral add up to 180
so i have the 180-x
OH
DO I HAVE TO PROVE ITS AN ISOCELES TRIANGLE?
you can try that
i honestly don't really know where to proceed from here because im kinda busy atm but yeah you just gotta play around until you find a proof that works
OMG
WAIT
so angles in a straight line add up to 180 right
so 180 = 180-x
wait what
i have 0 degrees
omg 😔😔
no one can help me MY MATHEMATICS IS TOO COMPLEX
does she know....
WHAT
angle y = 180-(180-x)
OMG
ANGLE Y=180-180+x
=X
IS THIS RIGHT
SO THEREFORE SINCE THE 2 ANGLES ARE THE SAME IT IS ISOCELES AND AE = AD
if you didn't mess up and proved that angle ade = dea then that does prove isoceles and ae=ad
make sure to double check
oops
did i mess up
WHAT WHERE DID I MESS UP
i have no clue!
i dont know if you messed up btw
you could be right
lol
bro i hate proofs
my textbook give no answere
it says
answer may vary
THEN HOW TF DO I KNOW IM RIGHT
😭😭😭😭😭😭😭
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how to solve ln(x) = 1?
apply the inverse function of ln to both sides
what does that mean?
could you showcase what you mean by apply the inverse?
what function is the inverse of ln?
ln(x)^-1?
you can be more explicit than that
better
so u get ln(x)^ex?
okay, so we have our original equation as exponents now
what is e^(lnx)?
e
no
x?
a^ log_a(a) = a ^ 1?
If you look at the definition of ln/log in general it might no longer look wrong
sure
and then, a = 1?
from your equation you get a=a
ah ye
which is always true
showing that this is always true
another property of the logarithm
what don't you get?
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This unit is about dot products and 3d vectors. It also covers projections on dot products. I just don't understand why the projection of P0P1 to n-> is the distance, not the actual projection. I am also confused on the transformation (equal sign) of the projection to that weird formula on the right; plus, why is |n| not a redundant? (It's 1 since it's a unit vector)
Too blurry to read. Where does it say n is a unit normal
okay okay
let me start you off
No. Not all normal vectors are unit length
what's the normal vector in terms of a and b
the equation you are given is ax + by + c =0
the denominator gives you a hint too
cuz the magnitude of n is a^2 + b^2
(a, b)?
great now
let $P_1 = (x_1, y_1)$ be a point and $P_0 = (x_0, y_0)$ be a point
nosqldb
ok
is it not (x1-x0, y1-y0)?
let's call that v and now we want to compute n * v = <a,b> * <x_1 - x_0, y_1 - y_0>
can you do that for me?
okay okay
let's rewrite this
$ax_1 + by_1 - (ax_0 + by_0)$
nosqldb
ok
but x_0, y_0 is a point on the line
so we'll call that c?
so $ax_0 + by_0 + c =0$, so $ax_0 + by_0 = -c$
nosqldb
oh ok
we get the numerator as $ax_1 + by_1 +c$
nosqldb
yes
nosqldb
sqrt(a^2 + b^2)
put it all together
that's d
but how does this all relate to how it's perpendicular distance from P1 to the equation?
well, I see that that d is the projection of P0P1 to n not the perpendicular distance.
well what what direction is the normal in
yes
bc ur so amazing, I will share an diagram
yes! the perfect answer.
have a good night man and close this channel when you can
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guys i have cambride soon
can anybody help
chat me
i cant chat cuz my phone will br hidr
the topic is volume algebra and fraction
if anybody help it would help
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could someone explain this part of the question
Nul A is the null space of A containing all vectors v such that Av=0
Col A is the column space of A being the span of column vectors of A
ohh
so any of the columns in A would work
yes
thank you
i have another question now
the next question
R^p and R^q denotes the dimension of a vector right
so i just need to figure out the dimension of a vector in nul A and col a
oh yeah that was easy
i just had to get past the wording
.solved
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!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
Hello! I was researching induction proof of the statement that an alternating sum of binomial coefficients equals to zero. I came across a method using Pascal’s identity on MathExchange. But there they use this transformation. First of all on wikipedia it is stated that Pascal’s identity is for positive n and k. And the first term of this sum is clearly has k = 0. Is this legal? Shouldn’t we first move “n choose 0” out of the sum and then apply Pascal’s identity rule? Second, is the statement here that “n choose k” = 0 if k > n or k < 0 is valid? Because if we try to calculate the value of this kind of “n choose k” where k > n or k < 0 we will get negative factorial. And this can’t be right…
yes you're correct, it's a notationally sloppy error
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For c(iii), c(iv) and c(v) I keep getting the answer in terms of 'd' is there any way to solve for d?
All i need is an explanation as to why the answer is C
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no
.
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@chilly mountain these questions are related to Vieta's formulas, it's perfectly reasonable to get results that depend on d.
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I need help on these two problems. I missed the entire last week of my geometry class, and I do not know how to solve these problems/what theorems to use. If someone could please explain to me how to find the answers, that would be greatly appreciated.
Intersecting Secant Theorem for #6.
What is that? I can google it if that would be easier for you.
Basically says the measure of the arc is twice the angle of the intersecting secant lines.
So the answer would be 118?
👍
Nice, thank you so much!
Oh wait no. I'm mistaken.
You should look it up. Its something like (A-B)/2 is the angle but I'm not exactly sure.
Alright, thank you. I will.
Where A and B are the arc measures.
,calc 59*2 + 21
Result:
139
Looks good.
Thank you!
The other problem uses the Inscribed Angle Theorem.
Alright, I’ll look that one up as well.
I’m getting some mixed results. I searched for Inscribed Angle Theorem and did not see any images that looked like the problem, so I searched for “Tangent Secant Inscribed Angle Theorem” and found the formula <x = 1/2(arcACB)
When I plugged that in, I ended up with 30x = 83 which does not seem right.
Do you know what I’m doing wrong?
I just redid it and got 5, and I’m fairly confident that’s the right answer. Thank you for your help, have a great rest of your day!
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do you know SOH CAH TOA?
No
marcus
I still cant find it with that
sin B = CD/BC=23/sqrt754
im sorry I think ill have to skip this question on this practice
sin(B) = 0.2,
cos(B) = 0.98,
tan(B) = 0.2
is that right
?
<@&286206848099549185>
yo
still need help @alpine sable
Yeah man
does those look right?
let me seee
so sin is opposite of hypotenuse
opposite = 23
adjacent = 15
hypotenuse = sqrt754
right
sin = 23/sqrt754
so it'd be 0.8?
@alpine sable
So sin 8.
cos 0.98
tan 0.2?
wait
do u understand why?
Yeah you divided 23 with square 75 4
yes but do u know why i did
No
here, i'll send a pic of my work
,rotate
@alpine sable
tell me f u dont get it
sin(B) = 0.8
cos(B) = 0.5,
tan(B) = 1.5?
@alpine sable
let me check rq
yes
do u get why tho?
@alpine sable Has your question been resolved?
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how do i get desmos to graph these equations? https://www.desmos.com/calculator/aemabyc5gx
i want it to show combinations of values from 0 to 10 in both variables
question is where do i input them? i dont work alot with desmos so i dont know how to get it to apply to my function
Actually, im not so sure what you mean by combinations of values from 0 to 10 in both variables
like theres variables R and I in the link i sent
Yes
i want for example to be able to see 7 R and 3 I or 3 R and 7 I
That will be a region of points
Also your function is multivariable here, so a 2D graph will not do you justice in "seeing" those points
cant you see two variables when given info about them in a 2d graph?
its like the value when they intersect i think
No, in a 2d graph, your domain is just R. One of the axes is used for the input value(singular, not plural), and the other is used to plot what the value of the function is at that point
When you have 2 variables, your domain is R^2, and in order to "see" it, you'd need a 3d graph
Since you have two input values, you'll need two axes, one for each input value
And a third axis for the value of the function at that point
well anyways lets just forget graphs for now, is there any software that can help me solve this equation based on a range of values i give it? without the graphing
any site or software
What equation?
since someone gave me this link to work with i have a hard time understanding the equations written in desmos but what i need to do is just give all the answers of whole values from like 0 to 10 for both r and i
well actually 5 for both
it was 10 in total
There is no equation to solve there, you just plug in the r and i values and the function will give you the value at that point
As an example, if R=2 and I=3, f(R,I)=f(2,3)=(3•2^(3))^(10+5(2)) ≈ 4.01*10^27
yeah i just need something that does that, im just trying to get help on something someone else asked me to do so im really lost here
lost*
Im not aware of any site that will automate that process of plugging in numbers into the function and giving you the output
well ill just try to find something out
Microsoft excel does a good job at this
well ill try to figure it out, how do i free this channel?
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just subtract them
We need lengths of sides
area of circle - area of triangle

Whaa
do they want it in terms of radius or something
probably
How many variables are you allowed to assume?
no info on that
Damn
π r²-bxh/2
do you know anything about the triangle
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can someone give me feedback on this one?
given the null and alternative and the significance levesl we are asked to find n and c
I used CLT for this but got that n = 9 which is incredibly small for CLT
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My question is about the value of jacobian at saddle points. At saddle point, is the jacobian zero, if so why?
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@astral sequoia Has your question been resolved?
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i need help with piecewise functions
just ask your question
you send a specific question
theres honestly nothing specific, i need help understanding the concept of piecewise functions-- how to graph and evaluate them
and what they are
Piecewise functions are like an “if” statement kinda
If the value satifies this condition, do this. Otherwise if it satifies this condition, do that. etc
There are plenty of videos that explain this
What part don't you understand specifically?
unless u have good recs
This precalculus video tutorial provides a basic introduction on evaluating piecewise functions. It contains plenty of examples and practice problems.
Introduction to Functions: https://www.youtube.com/watch?v=DrEXTC6mIO8
Evaluating Functions:
https://www.youtube.com/watch?v=HyNie_PYg...
This precalculus video tutorial provides a basic introduction on graphing piecewise functions. It contains linear functions, quadratic functions, radical functions, and rational functions. This video contains plenty examples and practice problems on how to graph piecewise functions.
Introduction to Functions:
https:/...
cool cool ill check those out
could i get some help with these
my teacher used like a table method and i dont really understand it
Idfk go on desmos or just draw a parabola
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help
nope
what working have you done so far for this
try putting it into the standerd linier form of y=mx+b
what is b? (the shift up or down)
and what is m? (at what rate does y change when x does (rise/run))
loser
bro how long has this forum been going on for
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i got in 6
by putting the whole thing to In()
to make 2x-x=in(6)
x=in(6)
but answers say in3
it doesnt work like that
there's no rule for ln(a+b+c)
notably, ln(a+b+c) is not equal to ln(a) + ln(b) + ln(c)
i see
woh its a quadratic
and the -2 disappears because you cant put negatives into a log so its just 3!
thanks :)
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my working:
the ^-1 expands to
1+e^x
multiply in ten
10+10e^x
move the ten
10e^x=-7
No it doesn't
i was thinking that might be the issue
(1+2)^(-1) does not equal 1+1/2
yes
ok im going to try this problem again
Use (1/a) * a = 1
oh because you add them
i can do (1+e^-x)/10=1/3 right
then *10
(1+e^-x)=10/3
-1
e^-x=10/3 -1
1/e^x = 10/3 - 1
e^x = 3/10 - 10/10
e^x = -7/10
now i cant log it though because its negative
Cause if you simplify the right first
youll get 7/3
1/e^x = 7/3 --> reciprocal
e^x = 3/7
i understand how it gives a different answer in the literal sense
but mathematically simplifying at a different point should not change the answer should it
also the answers say that there are two answers
in(3/7) and 7
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Yeah man agreed
Btw
Arcsin(0.2√30)
Can't be it's value because its not possible
So this option is wrong
What do u think
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how do i factor something like x^2 - 9x + 14 over 4x
not exactly that because i want to solve on my own
but like
similar problem to that
factor top
then see if anything cancels
can u uh nudge me in the right direction
i do not remember this stuff
!15min
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how do i approach this question
@mellow frigate Has your question been resolved?
Let's let G be the inverse of A.
What happens when you take Ax = b, and left-multiply both sides by G?
@mellow frigate Has your question been resolved?
IX = BG ?
Remember we're left-multiplying
Ix = Gb
Try not to swap capital letters - we typically use lowercase for vectors, uppercase for matricies
Ix is just x, of course
So x = Gb
And we've solved the system of equations
Just get the inverse of A, and multiply that with b. This will solve any system where an inverse to A exists
but how do I prove Axi = bi where b is identtiy
Take a second to identify what each object here is. What's A? What's x? What's b? Why does Ax = b represent a system of equations?
so this is what I understand. A is basically a matrix like
A11 A12 A13...A1N
.
.
AN1 ...............ANN
x is basically the bariable like xyz so if i have a system of equation like
A1 x + A2y + a3z = 3
A4x + A5y + a6 z = 4
A7x + A8y + A9z = 5
so i can write it as
A1 A2. A3
A4. A5. A6 = A
A7. A8 A9
x y z = X
3
4 = b
5
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i need help getting the answer ( i know how to do it i just cant get the right answer )
please
womp womp
Post nothing if you have nothing helpful to say
mb
!show
Show your work, and if possible, explain where you are stuck.
So the answer i got is Rory and 0.42 and idk how i got it 🥲
u dont need nothing for c as u can say u have written an explaination
@urban mist Has your question been resolved?
yes
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Have to solve for side x to 1 dp
I know how to complete this somehow I just need to make sure I'm labelling these sides correctly
have you heard of cosine rule
what is c, a, b?

and theta
Would it be 9 = opp, 20 = ajd and x = hyp?
Or am I labelling this incorrectly
Opp and adj are correct or need to be swapped
you dont do opp adj hyp for non right triangles
it isn't a right angled triangle
use law of cosines
ah
x is opp
So I'm using tan
yes
Ookok tan(36) = x/8
My notes are at school I completely forget how to write this out properly one moment, don't tell me
tan(36) = x/8
x/8 = tan(36)
x8 x8
x = 8tan(36)
x = 5.8
I feel like I'm missing a step
Oh damn I actually did it properly
Most success I've made all week ☠️
I've missed the entire week of school due to illness so I'm studying for an uncoming test
I just struggle pretty bad with trig
you're not alone, hope you feel better and good luck on the test!
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not sure what I did wrong here
I checked online and according to this it's correct https://www.symbolab.com/solver/matrix-minors-cofactors-calculator/cofactors \begin{pmatrix}-8%263%26-1\\ 3%26-2%262\\ 9%269%26-5\end{pmatrix}?or=input
Free matrix Minors & Cofactors calculator - find the Minors & Cofactors of a matrix step-by-step
it seems correct to me
weird
look
3rd row 3rd column
it's saying all entries are incorrect
and
should be 4
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Hey, need some help in probability:
given A,B,C events in the same probabilty space, such that A,B are non independent and P(A intersect C) > 0 and P(B intersect C)>0
Prove or disprove:
P(A intersect B | C)=P(A|C)P(B|C)
Hey let me try to help you out
Quick heads-up, I'm not entirely certain this will work
But let's just try to set something up using a simple 6-sided die
We could have A be the event that we roll an even number and B be the event that we roll 4 or higher
ok
We can't comment.
Wdym?
Can you think of some C that would disprove the statement?
That fact that two events are independent or not has nothing to do with their conditional independence.
This statement should be enough to disprove the statement.
i think about
given 2 dies
event A landed on 1
event B landed on 1
C - the sum is 2
so
p(A|C)=1/5
so Pb,c
so -
P(A|C)P(B|C) =1/5*1/5=1/25
but
P(A intersect B | C)=1/5
is it enough?
Good idea, unfortunately P(A|C) now reads as the probability that the dice A landed on 1 given that the sum of the two dice is 2, which is actually 100%
Sounds good!
I realised I put it slightly wrong before, but decided not to correct it as you were already going a different path ahha
i would be happy to hear more
What I tried was:
A: rolling even
B: rolling a 6
C: rolling >3
A and B are cleary dependent.
P(A|C) = 2/3
P(B|C) = 1/3
P(A intersect B|C) = 1/3 =/= 1/3 * 2/3
If I didn't make any errors just now ^^'
but a,b needs to be independent in my question
They need to be non-independent
Very poor sentence structure in the question haha
Don't worry about it
Well that slightly changes the question haha
well shit, idk how to use that properlly
i hope it's clear
Given events A, B, and C in the same probability space, such that A and B are independent, and $$( P(A \cap C) > 0 ) and ( P(B \cap C) > 0 ).$$
Prove or disprove the statement:
$$
[ P(A \cap B | C) = P(A|C) \cdot P(B|C) ]
$$
Kingo
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Okay I think I have another example
We're rolling 2 dice.
A: dice 1 is 4 or higher
B: dice 2 is 4 or higher
C: sum of both dice is 6 or smaller
then:
P(A|C) > 0
P(B|C) > 0
P(A and B|C) = 0
sounds good
A: Rolling an odd number on a fair six-sided die.
B: Rolling an even number on the same fair six-sided die.
C: Rolling a number greater than 1 on the same fair six-sided die.
so
P(A)=P(B)=1/2
P(C)=5/6
P(A and C)=1/3
P(B and C)=2/3
Here A and B are not independent though unfortunately
Yeah, can imagine ahha
here, what's the value of P(A|C)
and PB|C
1/2, right?
uhm, I'm not sure, seems a bit annoying to calculate since you'd have to check for A being 4 and A being 5
I suppose we could make it a bunch easier by just removing the 'or higher' and 'or smaller' everywhere
Then we'd get
P(A|C) = P(B|C) = 1/6
P(A and B|C) = 0
You're very welcome haha, it was a journey for me as well ^^'
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what is derivative of y=sinx
2cos2x
why the 2 outside?
Because you are differentiating you 2x. Not x
I don't understand
Do you know the chain rule
This is just the chain rule
ah
so
is it like this: sin2x = dx/dy(2x) * dx/dy(sinx)
I am confused by the f'(g(x)) bit
so you replace the inside of the function with just x?
isn't it supposed to be just 2x?
yes, that was a typo
so you take the inside out, and then replace it with x? this the chain rule?
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Kinda
yes you would apply chain rule twice to find the derivative
so its like this:
5cos(5x)2sin^2(5x)
then you simplify to
10cos(5x)sin^2(5x)
right?
no its not right... hmmm
just check the first step of your chain rule ( where you differentiated the cubic in $(sin(5x))^3$ first)
coolioV2
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Hi, I'm studying absolute value, can someone please give me some hint to solve this exercise :( I don't know where to start :(
@proper dragon Has your question been resolved?
look at the terms that can be added up
I don't see any terms :( a,b and c are differents
and a^2 + 1/a^2 = a^4 + 1 / a^2, I don't see how that can helps me :(
@proper dragon para que clase es esto
Es para fundamentos de analisis
Estamos definiendo el conjunto de los números reales de forma axiomatica
Hasta ahora hemos visto los axiomas de campo y orden
Además de inducción, sin embargo, ese ejercicio no hace parte de los ejercicios propuestos en el capitulo que trata inducción, sino que esta propuesto en el capitulo de valor absoluto
te mostraron la AM-GM inequality?
la inegualdad del medio aritmetico y el medio geometrico?
Como tal en clase no, pero, las aprendí haciendo ejercicios del bartle
es esta verdad?: sqrt(ab) < 1/2 (a+b)
Ya conseguí probarlo! :D
Usando la desigualdad AM-GM probe que 2 <= a^2 + 1/a^2, analogamente para b^2 y c^2, sumando se tiene lo que se quiere probar!
Muchas gracias
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How can I use elimination for this question
form a basic linear function to represent f(x)
like f(x)=ax+b
from there find f(f(x))
that should get you started
Like this ?
Would I make the Fs represent what’s in the equal sign ?
have you found f(f(x)) yet
No
do you know how?
In the other case I did, it was a bit more simpler since it was just substitution but now I have to turn f(fx)) into a linear eq
And I’m assuming I gotta do that for both eqs given
But idk how to
well f(x) is linear
you don't have to make it linear. it already is
say f(x)=ax+b
then f(f(x))=a(ax+b)+b
this isn't strictly a linear function. It might work out for this particular problem, but it's poor phrasing on the side of the textbook.
That’s like the 5th time that’s been said for each quesrion I have asked
Like both practice test question and text book has poor phrasing
Would I be able to eliminate like this?
uh. well you need equations to use elimination. otherwise you'll just end up with f(f(3))-f(f(2))=1
which doesnt seem very helpful
Yeah
if f(x) isn't linear then the problem becomes much harder
Cuz when I did it, it = 0
Cause it becomes 1=1
Apparently the answers -1 but I’m not sure how they got to that
So I gotta know what f(x) is
tbh i'm not sure either. i've gotten as far as having equations to work with but....
you're gonna have to assume a form of an equation for f(x) if you want hope of solving it
f(x) isn't linear, it's just of the form ax +b which is a linear polynomial. b should be 0 for it to be a linear function.
But to be fair, I'm just being picky with notation.
I tried using ChatGPT to explain it but it says this
Please do not use that forsaken chatbot for math
When I’m confused I use it
It is very convincing but doesn't know math
if you assume f(x) = ax+b, then f(f(x)) = a(ax+b) + b which is a^2x + ab + b
we can call: a^2 = d, ab+b = e
so now f(f(x)) = dx + e
from here it should be a system of 2 equations with 2 unkowns
@sick meadow Has your question been resolved?
If someone can solve this and just show me the steps I think that would help
Or at the least show it in linear form
that’s a bit more clear
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i got D E F right but cant get A B C
whats the problemo
i mean whats your problem with it, i can indeed read
is the notation confusing or something
the - and + represent left limits and right limit respectively
left limits you look what the function approaches coming from the left of the point, right you look what it approaches coming from the right
approaching 2 from the left
and when you mean left, is it literally from the left of the graph
literally, yes
so is the answer to a) 3?
it is
np
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sorry wait 1 more thing
sure
is 2- means approach from left, and 2+ means from right, then was does x -> 2 mean
the limit exists if the left and right limits are the same
that would then be just->2
but in this case the limits arent the same right? because x -> 2+ does not exist
2+ does exist
2 itself doesnt
remember youre not looking at the value of the function exactly at 2, just what its tending to
oh so x -> 2+ is also 3
1?
yes
oh ok and since 2- and 2+ are different, therefore x -> 2 does not exist
correct
nw
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I have this question in a textbook and I would like to know which one is correct and why
Which of the following statements is true when differences are found (res-
tas) of two matrices?
a) The matrices must be the same size.
b) The matrices must be square.
c) The matrices must be both row vectors or column vectors.
d) One matrix must be a row vector and the other a column vector.
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a) is right
thx
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Can anyone help me with this problem?
@high wolf Has your question been resolved?
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so I started by finding $U \cdot a$
where $*$ is the dot product
i think u wanna use \cdot :)
Why am. I here
which is essentially $1-cos^2(\theta)$
Why am. I here
Why am. I here
yup
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Hi
Easiest way I can think of is by using geometric series expansion
huh
u mean a GP
Ah okay, so use the mclaurin series formula then
but how do i apply the " x is so small"
You just ignore everything x^3 and onward
They have mentioned "x is so small that x^3 and higher order terms can be neglected"
So do exactly as they say
so i just expand to xcube
then the rest i ignore
Only upto x^2, since they said even x^3 can be ignored
"all the terms in x^3 AND higher powers can be ignored"
oh okay
thank u
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how to do c answer is supposed to be 37.1
@mellow iris Has your question been resolved?
1
@mellow iris Has your question been resolved?
?
@mellow iris Has your question been resolved?
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I need help painting a hallway with these The door is 2 metres and 75cm
And the window is 2 metres and 80cm
And i need to calculate how much paint buckets i need
Ye im gonna fail tmr thx for the help tho
nonsense
Whats that math ai called
???
also a troll?
Im just stupid man
@alpine sable Has your question been resolved?
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hi i need some help with a polynomial exercise that i dont understand
i need apply ruffinis theorem
i dont understand what to do if the same exponent is repeated
[4x³+x-2x³-3x²-1+(2x+1)²] : (x+1)
well you could simplify first
yh
or you can first divide the first part, then divide the second part and then add results
2x³+3x²+2x+0
it is right?
or 2x³+3x²+4x+0
neither
im lost
show your work
@uncut siren Has your question been resolved?