#help-43
1 messages · Page 47 of 1
without substitutions this question will be very long and honestly not worth it. i dont see how this is testing anything if youre supposed to sit down and calculate everything
alright, then forget what i said. lets try solving this without trig
this is really difficult unless you know the substitution
i mean if it's possible it would be perfect
i will just drop it then, i have 0 ideas why my new teacher would give this as homework
it is, but we'll have to get into a lot of identities and new concepts
i think i will ask the teacher, because it's getting too confusing and it's too late in the night to try anything now
i appriciate
that you want to help me
man. i feel like we're missing a very easy substitution here tho
maybe we dont need trig
i've experienced this before
it seemed very complicated but it was a simple thing
i don't know if this is the case '
nvm
i tried it and its too long
i think the u substitution for 16-x^2 in root is the way to go but thats still rlly long
i give up for today
but again, thank you very much for trying
i will try again tomorrow, but if you couldn't, it's doubtful i will
youre welcome.
see, its not a hard problem. we're just missing some easier way to do it. and if there isnt an easy way then its a waste of time. dont spend time on problems that make u rationalize everything. theres 0 application of concept on them. u wont learn much.
have fun learning
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yo can someone check my mistake
for the record, initial line is js dy/dtheta = 0
I js think i messed up my differentiation somewhere?
dang bruh
thanks for yr answer
<@&286206848099549185> \
this differentiation cant be that hard man
@mild sky slide thru
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how do we do this? i tried making cases but could not really find a pattern
gcd of 3 and 15 isnt 1
Also maybe notice what if n and m are coprime
I think that should help
right, sorry
then gcd((2^m)-1, (2^n)-1) would be 1
but how do we generalize it for all numbers?
A pattern I notice when m and n are not coprime is, you take the minimum, would you agree?
I would try maybe a few more examples tho, might be wrong
i dont know if this will help or not, but you can expand $2^n - 1$ as $2^{n - 1} + 2^{n - 2} + 2^{n - 3} + \ldots + 1$
so basically the idea is, if d | n then (2^d) - 1 | (2^n) - 1?
or is that incorrect?
That seems actually to be the case now that I see your examples
Possibly, an iff
Have you tried Euclidean algorithm?
have not studied that
Ah okay
but i think i have an idea now
but i would not be able to think of this when i saw the question
.close
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cant solve this limit
Why do you think your solution is incorrect?
You deleted your messages.
Your solution is correct.
@quiet lava Has your question been resolved?
IS IT? OKAY!
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hi, can someone walk me through this?
do you know what a limit is
yes
take the limit as f(x) goes to +/- inf
see if it exists, if so that's the horizontal asymptotes
hm youre probably right
cuz denominator grows faster than numerator
nw
that's annoying to be marked wrong for
but i think on calculus exams u will be expected to write x = and y = for equations of asymptotes
yeah but its deltamath so gotta be exact and all that jazz
to specify if it's vertical or horizontal
mhm i think we're supposed to do that on paper homework too, our teacher just doesnt mark us down
thank you so much! bye bye
.close
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can someone explain to me the utility of matrix transforming into higher dimensions? it seems kind of redundant because you can't actually span Rn. Its like adding a container to an existing vector space, except you can't actually fill that container
with transforming into lower dimensions, you are basically compressing the vector, which loses data. so its actually doing something. but no information is gained or lost with matrix transformations into higher dimensions, right? or am i misunderstanding
well information can't be 'gained' but it still can be 'lost'
how is that possible for when n > m
the trivial example would be the transformation which sends all vectors to 0
well, any such transformation could be rewritten into a transformation going into a lower dimension
so i still don't get the purpose of transforming into higher dimensions
although a linear transformation might not 'reach' every vector in the codomain, it can be useful to consider how 'close' it can get
for example if b lives in higher dimensional space than x, then Ax = b likely doesn't have a solution, but trying to find the x such that Ax is as close as possible to b is actually quite a useful exercise
since it leads to linear regression
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did i do it right
80% is 4/5 not 2/5.
also your equation should read as $\frac45 y - \frac12 x$ not $\frac12x - \frac45 y$
Ann
"A is subtracted from B" means B - A. that's just english.
those are your mistakes. they happen in the first 2 lines. fix them. @lofty mountain
ok
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Using the given x1 and x2 on the right, make a equation and check if its equal to the one on the left
Thing is if i use x^2 - p + q, where p = x1 + x2 and q = x1 * x2, im not sure what the sign is for p in the equation
Or in other words, would you get 8x^2 - or + 26x + 15
x^2 - p + q
this is mistyped btw
is it with a plus?
x^2 - px + q surely
oh yeah oops
Using Vieta's theorems, check whether the given numbers are roots of the given quadratic equation.
i think it is easier to start your reasoning with the equation
namely, for an equation $ax^2 + bx + c = 0$ with roots $x_1, x_2$ Vieta's theorems state that:
\begin{itemize}
\item $x_1+x_2 = -\frac{b}{a}$ \
\item $x_1x_2 = \frac{c}{a}$
\end{itemize}
Ann
so you look at your equation and ask yourself: ok, we don't know what its roots are (yet), but what is their sum?
and vieta says their sum is -26/8.
do your two numbers (5/2 and 3/4) have sum equal to -26/8?
their sum equals 26/8
but no
and vieta says their sum is -26/8.
do your two numbers (5/2 and 3/4) have sum equal to -26/8?
the answer to this can be given without any calculations if you think for three seconds
"No, two positive numbers can't possibly sum to something negative."
they equal 26/8
but with the minus it is
this, however, is the road to sign-confusion hell.
Oh i think i get it
But what about the x^2 -px +q method, if the x's are 1 and 2, would it be x^2 -3 or +3?
looking through something ive gotten really confused and just want a direct answer
ohh
you can always re-check this by expanding (x - x1)(x - x2)
and in fact this should always always be your fallback
dont memorize shit blindly but like understand this factorization is the backbone of anything vieta
okayy
Huge thanks
ill be closing this if you have nothing else to sya
say
.close
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im rly lost on this question
I dont get how PE loss is (a-acostheta)
acostheta is the height of OA
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What have u tried?
I legit just
dont get
why its a-acostheta
the gpe loss
everything else i got to
I have it written on paper
This?
yes i dont get that
i have mga + 1/2 (10ag/9) = (1/2)mv^2 and then i need the PE
i do it a bit differently i dont start off witht he loss
Do you have the answer key?
Yes
Ok so
You r having confusion
Why a-acostheta is the gpe loss
yes
From stage 1 to stage 2?
They r taking both of them separately
First from the point P to L they r taking 1 journey
And calculating the KE gain and PE loss
Now
The PE loss is mg(a-acostheta)
P to L???
You r getting confused in this part
Yes
Correct?
and point P is?
And P is the starting point
u mean O?
and where is this P
Yes that is the "ball" or body that is moving actually
yeah
So try to calculate PE at P and at L
Why?
because a-5/9a is 4/9 a
R u taking the distance from O to A
Your method would have been correct if P and A were at same level
But they aren't necessarily!
It's not mentioned in the question I believe
so then its a?
Nope
a-acostheta
Ok let's try a different approach
Should I explain???
yes
Let the point L have 0 PE i.e it is at ground
Then let P be h distance above ground
Now look at this triangle
Here OL is a
right next to my '5/9 a'
but its not exactly that
and then a is the whole diamater?
More like radius but ye
Yess
Now
OL is a
In triangle OCP
Apply cos theta
You will get OC= a×cos(theta)
Now CL is h (the height we assumed P to be above the ground
Now from the figure you can see OL -OC= CL
Noice
Yes
You can consider any one level at 0 in doing such problems
If it involves change in GPE
It makes the calculations easy
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I have to solve this question:
Jack and Jill heard a noise in the woods and both ran off in different directions. Jack’s GPS informs him that he ran 29 m at a bearing of 40 degrees South of East and Jill’s compass watch indicates that she ran 42 m at an angle of 11 degrees South of West. What is the displacement from Jill to Jack at this point?
I got the meters of the displacement correct (64.3m) but when I try to solve for the angle I get 80.5 degrees N of E instead of 9.5 degrees S of E. What did I do wrong to get this answer?
can you show your work?
Sorry I was just looking over my work while I waited for a response and saw that I drew the final triangle backwards. I got the right answer.
I had the direction of my x opposite then it should have been for the final triangle.
.close
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this is hellish
thats neat, I was doing something like this a moment ago
have you tried cubing both sides yet?
this is the first time we're doing cubic roots and the teacher gave us this, look what I did
is that 1-x,x and 1-2x?
mtt
I personally dont like it since it looks like a fancy H
well straight away we can see x=1/2 works right?
x=0 also works
and x=1?
theres a systematic way you can solve this
but its so fun guessing 💀
make this substitution
then cube both sides
cancel out 2v on both sides
factor everything
and therefore get v = -1, 0, 1 as the only solutions
what's the motivation for that
this?
yeah
-_-
SEEEEEE
doing this substitution moves the three solutions to be symmetric around 0
and then confirms that those solutions are the only ones
theres also that 1 - x and x
that already suggests to create a variable thats centered around 1/2
though 1/2 + v did not work as cleanly
@jade pumice Has your question been resolved?
thx for the help guys
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Idk how to solve these and here r the angles we have to find
11:
TUW
WUV
SUV
SUT
12:
DBF
DBC
CBE
ABE
ABF
For 11 notice that <WUV + < TUW =<TUV
And we know <TUV=?
@celest jungle Has your question been resolved?
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Kind of a random q
But yk how some textbooks provide the answers to the odd-numbered q’s or wtvr? Is there a way I can find the solutions to the even-numbered problems?
the full solution manual, probably
@pale ocean Has your question been resolved?
But it’s usually not in the actual textbook, right?
Bc I can’t find it
no, those are not given in the textbook
usually these sorts of textbooks give the solutions to half the questions so that students can check their work, and won't give solutions to the other half so instructors can give them as homework problems
@pale ocean Has your question been resolved?
But the thing is my teacher wants me to fully correct my work before submitting it
U think he might be referring to only the odd problems?
if some questions have listed answers and some don't then you may only have to check the ones with listed answers
although in many cases the solution may be possible to check by calculator
How?
It’s a physics textbook
you'll of course need to understand the problem well enough to turn it into math as a prerequisite to using your calculator
@pale ocean Has your question been resolved?
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2.3.16
completely stuck on how to proceed
i mean the first thought came to me waa to use mod but, well that cant be used
i assume it should be done with contradiction maybe
assuming it to be ordered
but i have no idea how to proceed
well lets dig into it
for a set to be ordered, you must have, for two random elements, only one of the following statements to be true: a>b, a=b, a<b
lets try this with a random number z and 0, since its pretty convenient
actually lets just pick z to be just i, since the real problem comes up in the imaginary part
if i>0, then i*i = -1 < 0 which conflicts with a property of a well ordered field, the compatibility with multiplication
compatibility with multiplication just states that if a>0 and b>0, then a*b>0
well we have i>0 and i>0 by assumption, but i*i=-1<0
and if you try the same with i<0, then you just work with -i and end up in the same contradiction
yes
for a set to be ordered you must have the following 3 properties:
the trichotomy i mentioned, aka only one of the following is true: a<b , a=b, a>b
compatibility with addition: aka if a<c and b<d, then a+b<c+d
and compatibility with multiplication: aka if a>0,b>0 then ab>0
notice how the second 2 properties basically just ensure that the first property has some sound logic to it
because at the end of the day, to have a well ordered set you have to make sure that you can compare two numbers
right
okay
so we basically proved it for 1 case technically?
and that automatically makes it unordered?
yup
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Its scale factor 2 but I dont understand what the sentences r even asking me
!15m pls
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help
im so lost
how to factor ts
i think its difference of cube
but how on earth do i make these cubed
There is no term without x so you can factor out x, and you can keep doing this till you have a term without x
@quartz yoke Has your question been resolved?
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hey
for this question when can i use the cube idenitiy?
should i foil the quadratics first then use the cubic idenity or can i use the cubic idenity with the nearest quadratic first?
you know the cube identity right?
chatgpt answerd the questions, you have to pick the one cube identity falls which is the first one
but yeah
thank you nel if you were going to say somehting smart
.cancel
I think you mean .close
@quartz yoke Has your question been resolved?
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how to do secant lines
do you know/remember how to get the equation of a line from 2 points?
yah kinda i find slope and intercept
ye exactly
ok dat secant
as a refresher: if we have points $(x_1, y_1)$ and $(x_2, y_2)$, then the slope is $$\frac{y_2 - y_1}{x_2 - x_1}$$
χασιβ ♥
yas
right, so the coordinates need a bit more work from us
oh
we need to find f(1) and f(0.9), i.e. we evaluate the function at those values
oh oka so plug in
then you get 2 "normal" points and you can get the equation that way
Gyus
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Is this correct?
ok W
yah show me
this channel isn't available yet, it's gonna lock soon
Jesus Christ lightning response
no it's wrong
So should be y^4?
Ah thank you
no it should be [2e^x)^12)]
=
x/xy
and then you get 1/24e * e^4
May I ask where do you get the 12?
yah so in essence you have (1/2e^y)4
but then
you raise it by 3
so there 4*3
which gets u the 12
this simplification is correct
Okay thank you
Where does the 3 come from?
this is what i want to know too
from e
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hey guys
How do i integrate sin^2 (2x)
As a hint, what's cos(2x)
cos^2(90-2x)
Close
what
The expression for cos 2x has sin²x
You want this expression to have sin²2x
So what cos do you use
Yes
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Let $ABCDE$ be an equilateral pentagon. If the pentagon is concave, and $\angle A = \angle B = 108^{\circ},$ then what is the degree measure of $\angle E$?
✪~nano-rōnin~✪
i got 216 someone pls verify
!show please
Show your work, and if possible, explain where you are stuck.
i drew a weird diagram
Well show it
so i drew a diagram
and i kinda assumed D and C were 54
but you can do that
cant
xDDD
It is hard to help with geometry without diagrams
Descriptions only go so far
Thank you
Let's call m_1 A and so on
We have angle A = angle B
ok
Also god this pentagon is numbered weirdly
Who the fuck numbers a pentagon this way
and the diagram isnt exact
This isn't the diagram he drew, he just sent an image off the internet lol
Ehh I've given up, if he won't show his work there isn't much I can do
That being said however
!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.
huh
..
so i can explain
sur
Leaving this to you
Doing geometry with words doesn't sound very fun to me right about now
because its sides are equilateral, there is two pentagone we can draw
one conclave, one convex
it asks for concave
wait ill draw some pictures
ok
yea
because 4 points are fixed in first pentagon, and is convex, it means all angles are 108°
ofc
and on the 3rd pentagon, E3 D3 C3 D3' is a deltoid, specifically a rhombus
thus D3 angle is equal to D3' angle which is equal to 108°
okay
which means the D2 angle is 360°-108°=252°
oh
understood?
its not?
ye
ye
and because E2 = C2
E=C
so 108+108+252+E+C=540
so 36
yea
tsym
np
i have another
Alex thinks $163$ degree angles are neat. What is the maximum number of interior angles of a convex polygon that can have measure $163$ degrees?
for this
✪~nano-rōnin~✪
do i find a polygon that has 163 deg for all angles
no
okay
then the angle sum is 180*(n-2)
no wait
yea
yea but because its angle count, its a whole number
mhmm
so we round down and its 21
ok now i have to eat bye
@heady spruce Has your question been resolved?
What's the 30 60 90 trick?
like one side is x another is xroot(3) and last is 2x

?
Of the right triangle? That's not true
yea
Do you know cos(45º)?
isn't it root(2)/2 or smth
Yes
how do i use it?
For a unit circle, it would be the distance from the center to the point with that right angle
So if the radius of this octagon is r, you get sqrt(2)/2 * r + 1 = r
mhmm
Then x = 2r-1
By solving this
Yes
2root(2)+3?
Yes
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ok i got a test trmrw
and im completely lsot
its 1am
i cant think
can someone nudge me in the right dreicton
direction
ik t=s/d
do i uhh
wait
the subquestion itself hints at the form of the expression the time for cycling should take.
why are you doing math at 1 in the morning?
i gotsa test tmrwinnit
i didnt see we had this wokrsheet
LET ME FINISH this one q and then i sleep y
if you try to cram now, you will be sleepy and tired on exam day.
gods, you can't even type straight right now.
Go to sleep bruh
What have u tried?
nothing is coming into my head
^
let me see
his running speed is x km/h and the cycling speed is 10 km/h more than that
is the cycling distance 12km?
you're one step closer, but not quite there, after changing that.
the brackets around 12/x are unnecessary btw.
iim not feelin this
ye ik
2.8
yes
uis thast it
holy hell
some serious changes are needed
to my studying
yep
thank u guys
bro
i need to sleep
i
slacked on this subject
bc the stuff we did in clas WERE SO ESY
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[
M \mid (A - B) ;;\Rightarrow;; A - B = K_{1}M.
]
[
M \mid (C - D) ;;\Rightarrow;; C - D = K_{2}M.
]
Now, adding them:
[
(A - B) + (C - D) = K_{1}M + K_{2}M.
]
[
A + C - (B + D) = (K_{1} + K_{2})M.
]
[
\Rightarrow ; A + C = (K_{1} + K_{2})M + (B + D).
]
x
it's good
.
a \equiv b mod m so a-b is a multiple of m
or a = mk + b
for some k
likewise for c,d
.
yeah saw that now
so what now
you are done
?
yep
wait wont we also have ad and bc
what about tjem
can you show me how to do it
pls
@mild sky
@arctic cliff Has your question been resolved?
yep
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the gradient at y = pi/4 is 8
so the gradient of the normal should be -1/8?
why is the answer this?
i got y = -x/8 + (sqrt(3) + pi) / 4
note that your equation is x=g(y) and not y=f(x) as it normally is
so the roles of x and y are switched
hmmmm
so why does the mark scheme use the y = mx + c formula
they find dx/dy
the gradient of the tangent is dy/dx
and its negative reciprocal is therefore -dx/dy
so they put -8 as the gradient
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can anyone spot where i made a mistake
i can't see it
also yes i ran out of paper lol
different question?
nope
we have dy/dx, i'm tryna find the second derivative
that's how i write my v's
why is this the derivative
dv/dx
okay what the fuck is v
why is the next line a y
are we sure this is right
i dont see any steps
wheres the question
i think so - chain rule: 1 * 6x * 1/2 * (x - 1)^-1/2
and are we just ignoring the 6x
okaaaaaaaay
- what?
you do product rule first
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how is that insane
werent you doing integration the other day 
yes
eh sure
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,rotate
x = -2 is wrong.
how
you have $y = 2 - 3x$, so when x = -2, you should have what impulse said, not merely $2 - 6$.
Lute
4
How come?
Uhh
Exaclty
Its 6
Not -6
Why are you taking negative 6
Negative × negative=positive
ok
That gives you 2+6
so its 8
Yep
so below -2 is supposed to be 8
x = -2 gives y = 8, yes.
so other than that the answer is good?
Pretty much
in the x value i saw someone swap 0 for 1
as long as you have at least two points, you can plot a straight line.
doesn't really matter which two points.
wym by 2 points
each x-y pair here is a point that you will use to plot your graph. agreed?
yes
so any 2 points is sufficient to plot your graph. be it x = 1, x = 0, x = 100, etc.
so there's nothing wrong with using x = 1 instead of x = 0.
but there's also nothing wrong with using x = 0, if that is your concern.
ok ty
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wait
sure. do you have anything else?
im plotting it on the graph rn
alright. I'll be on standby for any questions.
your scale between the two axes are not equal and thus weird, but since they are even between themselves, I think there isn't too much of an issue.
thats one cursed leq
best to make them uniform though.
you mean together
L
no I mean, like you're doing one big box = 1 on the x axis, but on the y-axis you're doing half a big box = 1.
either you make it so that half a big box = 1 on both, or one big box = 1 on both.
the line looks off on the top point, and the two axes are still uneven, but otherwise I'd give this a pass.
lets say all of these are blank
how do i find out the x values
ik how to find out the y but not the x
You can fill in one given the other
of course, since you have limited graph space, it would be prudent to not pick an x-value so far out, it'd take you ten years to get enough paper to draw the graph.
(in short, keep it simple.)
ok
but i was told to follow this when finding out the x
it can only follow between -2 to 4 i thin
then take any x-value between those two.
so can i do x = -2, -1 , 0
absolutely, if you wish.
In the future, you should try to make the horizontal line on your $\le$ shorter
ok
Should be same length as the <
aight
And make sure they point < not L
so what ur tryna say is that it doesnt matter what x values i use as long as it becomes a straight line on the graph
by the nature of the function you will get a straight line no matter what points you choose.
ok
That’s why it’s called linear (kind of)
If you chose every possible point, you would get a line
Lines are actually just a collection of every point the formula gives basically
(Depends how you define a line)
the proper definition would be the set of all points in the space that satisfy the equation, but I don't want to overwhelm OP right now.
does OP have anything else?
sure. what is it?
theres another question i need to see if its correct
normally it is suggested to separate channels for different questions, but you may send it here.
,rccw
well...
shi mb
this too.
i didnt double check
only x = 3 is correct.
is this one supposed to be -2
yes.
this shits hard asf
please take it slowly.
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My method was to split the triangles into two:
1/2(50)(65)Sin(130) for the upper triangle
for the lower triangle I found AC through the cosine rule, then rearranged pythagoras to find AD. I then did 67 (which was AD) multiplied by 80 all over 2. I’m getting 3900 and something but the markscheme says 3360. Any help would be appreciated.
then rearranged pythagoras to find AD.
did you assume that angle D was 90°?
yes
but even then I did it without assuming it as 90
using the area formula for non right angled triangles
and still got an answer that wasnt on the markscheme
67*80/2 supposes angle C is right instead, which it still isnt
err
no wait hold up i confused myself.
can you quote the area formula you are using
ok but... where do you see a right angle in ACD tho
1/2ab
for this to represent the area, either a and b have to be a base and a height, or they have to be two sides that meet at a right angle
i assumed ADC was right angled
perhaps thats wrong
but even when i didnt assume it
i did 1/2(AC)(CA)Sin(52/2) and still didnt get the answer
??
and since when do we know AC bisects angle C
thats another unjustified assumption you're making
