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I would prob use a combo of rotation matrices and quaternions
if you know the target point and the axis in Unity, there is a function that takes an axis and an euler angle to do the rotation.
my issue is not doing the rotation, my issue is merely finding what direction vector i should use based on the angle i wanna rotate to (so it respects a certain axis x-y-z etc)
you said you know the destination point and the rotation axis, just not the rotation?
in this picture per example, rotation isnt the issue, but figuring that Z in this particular image is the direction vector i need to use to offset my initial point
hmmm....
per example i am not sure if it helps
Do you mind if I give an example of what I would do
Mr. Bread is baking some math brownies
Heres prob the steps I would do:
So you have a point to be pivoted p
Origin point to be rotated about o
Rotation axis rot
Pivot angle piv
- make a rotation matrix using the vectors, rot, and normalized vector (p-o) (and of course the cross product of the two to finish it off)
- assuming unity has some method to construct matrices using euler angles, and assuming you chose rot to be the right vector, just multiply this matrix by a matrix constructed using the euler angles (piv,0,0)
It kinda veers away from what youre doing I imagine but its what Id personally do
The final step would be to just take the vector you chose for the "(p-o) normalized" vector and multiply it by the distance between p and o
Then just add on o
I mean maybe quaternions would be a bit simpler and you wouldnt have to construct multiple matrices but unless youre doing this like 500000 times a second hopefully itd be fine
do you not see
if there is 8 and we have to round it off to the 10 place or 100 what will be the answer
that there is already a question being asked here
srry i am new
oh, you're just an asshole
at least we will remember this hilarious and creative prank, right
?
i am at ggrade 8
this is just a chapter inwhich we have 1 topic inwhich we have to round of angles and theres this
thanks that helped me understand stuff, not exactly what i needed but it helped me visualize what i wanted
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$$2\cdot 10^{x-5}=\frac{14}{7000}$$
What would the next step be here? Log on both sides, right?
Theophania
Thanks yeah.
Theophania
continue from here
$$x-5=-3$$
Theophania
$$x = 2$$
Theophania
đ
Theophania
$$\log _{10}\left(10^{-x}\right)=\log _{10}\left(5\right)$$
Theophania
$$-x=\log _{10}\left(5\right)$$
Theophania
$$x=-\log _{10}\left(5\right)$$
Theophania
$$x = -0.698970004336019...$$
Theophania
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I would recommend distributing first to make things a bit simpler
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<@&286206848099549185>
You just gave two equations what's the question
Two is enough
It is find x,y?
I know but what is to be done is what I'm asking
Sorry I got it wrong
Ok np 

someone is already using this channel
take any other unoccupied help channel up top
it'll be in the category that is called "math help (occupied)" and it'll have a name next to it like help-num | name
What part of geometry?
@mellow horizon Has your question been resolved?
hi @mellow horizon
@mellow horizon Has your question been resolved?
will dividing the first equation by xy help?
hi
next??
doubt
x/y + y/x + 8/(x + y) = 16/xy
what if x or y=0?
you still here?
i think you can simplify the second equation to (6y-x)^2*(2y+3x)^2=0 now you can solve for x and put that in to first and get solutions i guess
can u write on paper and send it to me?
send what?
@mellow horizon Has your question been resolved?
send your opinions
what opinions?
He's asking you to send the steps you have done in order to solve this question, on a paper.
@mellow horizon Has your question been resolved?
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Struggling to make sense of rotations about different axes
In 2-D, an anti-clockwise rotation would be a positive rotation whilst a clockwise rotation would be negative
For a 90 degree rotation, shouldn't the x-axis be mapped to -z as in the sketch?
Its flipping over like this
Not pivoting around
The picture makes it weird but
It should be a rotation about the z axis
Not a rotation about the y axis
Alright, I think I get that. How do you decide in which direction would be a positive or negative rotation?
So the axis being rotated around, should i imagine that being fixed and things rotate around it?
It should be clockwise facing towards the axis
So if you were facing the axis of rotation as the red arrow
Itd be clockwise to that arrow
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Np
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how do i find this
differentiate $g(x)$ first
azeem321
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â
@supple tundraand after i do that?
sub in 2 for x. i.e. g'(2)
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Hi
I have a question about maxes.
What is the maximum value of the derivative of f(x) = 3x^2 - x^3?
So I basically took the derivative of this and made it f(x) to clear up confusion. That was:
f(x) = 6x - 3x^2
So then I took the derivative of that and set it equal to 0
f'(x) = 6 - 6x
0 = 6 - 6x
6 = 6x
x = 1
Apparently the answer is 3, but I got 1.
You did one too many derivatives
But they're asking for the max value of the derivative of f(x)?
The second derivative is just for saying if it is a max/min
So wouldn't I start with that one?
Because when they ask for the max value of f(x), you take the derivative, solve for x, and so on..
But they asked for the max value of f'(x), so I would take the derivative of that, solve for x, and so on
Yes
So I didn't do it wrong
Kinda confused
dude what
I got it now.
they're asking for y value and you plug that into... ok
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@alpine sable I'd like to help but i don't know what you're asking
oh so the goal is to find the formula for the line that goes through those two points
distribute it to what?
you have x - 0
the 0 falls away
you start with y = ax + b
or y = mx +
idk what you would call b in that case
and you can find b really easily in your case because one of the points is on the y axis
so you fill in 0 for x
which means you get y = b
and you know y so you know b
but it looks like you've already done that
and then the slope
you find that correctly too
i don't really understand why there is that - 0
because that falls away
- 0 means doing nothing
subtracting 0
đ
ok
maybe if you do it here
so i can see all your ideas
and help
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The textbook states that this is the matrix for a rotation about OZ -45 degrees. Isn't that 45 degrees and NOT -45 degrees.
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im confused with 20-8/6-3, isnt it division first?
it has 20-8 over a line and 6-3 under it
If it wrote that way
yes it's basically (20-8)/(6-3)
It is not division first
that's a fraction
it's
how theres no paranthesis in the problem
the value of a fraction a/b is (a) : (b) in parentheses
(idk i think that's the notation for a fraction)
this is the same thing as (20-8)/(6-3)
so its 4
Oh, but for another question I got it correct with parenthesis
wdym
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I thought it was on D
should be SSS
Yeah thatâs what I was thinking
I thought because when B and D intersect, they make a right angle
wait no
em where is the angle
it's not ssa
how is it sas
Isn't there some theorem for when they share sides
i think so
Because thereâs no angle
ADE and CDE should be SAS
s is sides, you got 2, and the angle inbetween, which is A
its similarity, AA means the last angle is equal, so we just write AA
Okay, so itâs AA then?
angle angle, 2 angels ar equal
implies similarity of 2 triangle(meaning that you can expand one triangle by some factor to get congruent triangles
But thereâs one side though (AB and CB)
Should I be AAS or AA?
I also wanna make sure everything else is correct
AA is similarity, denoted by ~, what u r doing here is congruency â
Oh
remember, S is side
A is angle
so can you figure out what should 6 be?
It should be SAS because A is a side, D is a side, and E is a right angle
The same thing applies for CDE
E is not a right triangle, we havent arrived at that yet
Oh
we know â ADE=â CDE tho
PS: remember, the angle MUST be in between the 2 sides, thats why we say SAS instead of "SSA" or "censored"
So, we know that E isnât a right triangle yet and that ADE = CDE, and that the angle must be in between 2 sides
congruent triangle imply angle congruency, so i dont know what is the reasoning for 4
if i have a straight line, what angle is it? 180
it is split among 2 equal angle, they must be 90 and 90 individually

it is SAS u r right
you ONLY have 2 S and an angle inbetween
so SAS
Exactly, so 6 is SAS
Okay that makes a lot more sense now
I feel like reason 4 should be something about an angle bisector
and sorry if I sound dumb rn Iâm struggling a bit lol
U get ALL stuff equal if you have congruent triangles
why do we say things are congruent? because everything are THE SAME, but it is just in different positions
what does ABC congruent to DEF mean?
AB=DE,BE=EF,CA=FD
everything is the same, but they're in different position(maybe shifted on the plane, maybe rotated, but the shape are the EXACT same)
this is probably more straightforward
Yeah it kinda is
you got what i was saying?
A bit, so basically if angles are congruent, they may be in a different position
yep
its the same stuff at different position, thats what congruent means
hope this makes the definition clearer
Yeah it does
Forgive me if Iâm wrong but
reasoning 4 should be: In a triangle, angles opposite of congruent sides are congruent
Since what you said are that congruent angles are the exact same as another just in a different position
angles at the same place of each individual triangles have the same value
Exactly
the order for ABC â DEF matters, as it means A corresponds to D, B corresponds to E,
now can you refine your reasoning for 7?
Btw this is what happens when I hover over 4
what do you mean?
You see the highlighted angles near D?
yup
Thatâs why I was thinking 4 was what I said
aka this
Same thing happens when I hover over 7 but instead the angles are near E
2 angles indicators should be at different height for clarity
it is their fault
Yeah itâs weird but I gotta deal with it
Yeah
so can you refine 7?
can you screenshot options for 7 and 8?
for 8
what is the know properties we've derived?
*are
AED=CED right?
AED+CED=180 right?
Yes
combining 2 properties what do we get?
An angle?
It doesnât really state itâs measurement but Iâm guessing it is since AED and CED are two split triangles
no
i meant angle
supplementary angles??
and they're equal
so?
its simply 2 equations, we can solve the 2 angles
what are theyďź
congruent angles added to congruent angles are congruent angles then
emmmmmmm no
write â AED as X
â CED as Y
X=Y and X+Y=180
solve for X and Y

plug X=Y to the second equation, we get X+X=180
So youâre telling me that Y is the same as X basically
ye its basically 7
we're trying to do 8 first
Oh ok
im a horrible teacher
Itâs fine dont worry about
so we know these 2 properties
Yeah
So for the options for #8, the diagonals, an altitude, and consecutive sides are out of the list because theyâre completely irrelevant
So itâs down to if two lines form a linear pair, if a line is perpendicular to one of two parallel lines, and if two intersecting lines form a right angle
check the first option
2 lines fors a linear pair
what does that mean?
â AED+â CED=180
yes but u need to understand why
that means that they form a line right?
Yes
Yeah it does
A linear pair
so you get supplementary angles
yes supplementary combines with congruency means they're both 90
That makes a lot more sense now
30 120 is also supplementary
any two angles that = 180 is supplementary
I meant two angles that have a sum of 180
yes
now do you get it?
now a quick question, if 2 angles are equal and they sum to 120
what are the 2 angles?
measurement
2 angles sum to 120, and they're congruent
60 and 60
yup, i think you got it
you simply solve the 2 equations


Kinda like how you did with AED and CED
yup!
so option 1 is correct for 8
Should I do the same with ADE and CDE
Oh wait
theyâre congruent
or the same thing
4 is the same as 7
The D and E is switched and the same for CED
YES
is 3 still AA or no?
no
Oh
for 3, what properties do you have for the 2 triangles
Well thereâs two sides on both triangles and one angle
em equal angle is NOT yet known
I forgot
Sides
or lines
Thereâs no E in those triangles, I just realized that
But there is an angle for D
so?
It should be SSA, no?
3 sides means?
AAS means 2 angle and 1 side
WaitâŚwhat??
u r correct
congruent object means every part are the same
I accidentally chose the wrong answers
again, restating what is congruency
Equal angles
congruent means EVERYTHING are the same but position
so if 2 triangles are congruent
all corresponding angles are EQUAL, but position is shifted
I shouldâve picked CPCTC, I didnât realize it was there
I learned what I did wrong now, I was right about everything else
oh so the pic u r showing is the solution?
Yes
rip
Yeah I know
but glad u understood the concept
ppl say that its more important to learn stuff
but marks matters, so rip
cuz altho tru, ppl always look at marks
Eh itâs okay, Iâll just deal with it
Yeah thatâs what I hate about school, itâs all about marks
at least u understand it now, ull ace the next test abt congruency
I definitely will, thank you for helping me!
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can someone help me with some more matrices stuff, I kinda just wanna double check im on the right path
Post your question
ive done a b and c
but I was having trouble with double checking the left eigenvalue as I've never done it
and since I thought the left eigenvector is a row, and its by 2 I don't think its actually possible to multiply it by L in the first place
@weak badge Has your question been resolved?
<@&286206848099549185>
You mean 1Ă2 matrix?
You can find right eigenvectors of L^T and that will be equivalent
yea its a 1x2 row matrix
I wanted to use this equation to check my answer
but as v is a row matrix and L is 2x2 it doesn't even work
It does tho
Well its left so $\bar{v} L$
so that would be * the scalar eigenvalue 3/2 yea?
it's Sam
$\textcolor{red}{\begin{bmatrix} x&y\end{bmatrix} \begin{bmatrix} 9/10 & 3 \ 3/10 &0 \end{bmatrix} = \begin{bmatrix} \frac{9x+3y}{10} & 3x \end{bmatrix}}$
it's Sam
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How do you find a & r in a geometric series, for example 1/(2^n). In the textbook, a is 1/2 and r is 1/2. Does this come from factoring out 1/2?
I feel like this should be easy to understand but for some reason I'm not getting it :/
I mean I understand you can manually calculate a1, a2, a3 etc. and find that a common ratio exists, but there has to be an easier way, right?
the series $\sum a \cdot r^n$ has common ratio $r$
Ann
right
i think in this case
its using the fact that
$\sum_{n=0}^{\infty} r^n = \frac{1}{1-r}$
not discordmod
so now lets say it starts at 1 instead of 0
we could rebound it by decreasing the starting index and increasing everywhere its used
so we could say
r in numerator
not discordmod
this and
ok
this are the same
right
(we just reindexed)
but in ur example
we had
$\sum_{n=1}^{\infty} ({\frac{1}{2}})^n$
1/(2)^n
not discordmod
yes but it could be rewritten like this right?
wait is (1/2)^n = 1/(2^n)?
ah right
so now
you can distribute it
nvm
not discordmod
$\frac{2^6}{3^6}$ right
not discordmod
anyways
yea
$\sum_{n=1}^{\infty} ({\frac{1}{2}})^n = \sum_{n=0}^{\infty} ({\frac{1}{2}})^{n+1}$
not discordmod
i reindexed this sum
i decreased the starting n by 1 and i increased it everywhere else
ok
you can think through this and see why it works
1/2^1 = 1/2^(0+1)
so it ends up being the same thing
anyways
we know that when you add powers
you are just multiplying so
$(\frac12)^{n+1} = (\frac12)^n \cdot \frac12$
not discordmod
this is true right?
yea
so now we can say
$\sum_{n=0}^{\infty} ({\frac{1}{2}})^{n+1} = \frac12 \cdot \sum_{n=0}^{\infty} ({\frac{1}{2}})^{n}$
not discordmod
not discordmod
not discordmod
(so the reason that the a value was 1/2 was because the book factored out a 1/2)
was that all you needed?
would it be okay to open this help channel to other people? (is your question done)
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hi there, trying to do this related rates of changes question.
i remember the teacher did some complicated stuff with the derivatives, just not quite sure where to start! the correct answer is B
@dusk pecan Has your question been resolved?
<@&286206848099549185>
yes
@dusk pecan Has your question been resolved?
<@&286206848099549185> sorry donât mean to spam but could you please have a look at this?
You have been given how the rate of surface area changes from this you can determine the rate at which a side increases and then for volume
could you do working please? im not sure how to do that
I can only give hints
You know the formula of surface area and volume?
A=6s^2 and V=s^3
So what is dA/ds
12s
it's not an exam i'm doing, its a pratice paper for a test i have tomorrow so i'm not cheating on a test
i can send u the whole practice paper so you know im not cheating i just need to know the process and working out
Ik but it's about your understanding and you solving it
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bro
can sm1 help me
i cant solve this trig prove
@alpine sable could u please help me
sorry for ping
but i have bene stuck on this
for like hours
I can't read your handwriting on the right hand side of the equation
$\frac{sin2x}{1-cos2x}=2csc2x-tanx$
Was this the original problem, or have you done something so far?
\frac{}{}
Roberttt
there
I'm sorry Im on the bus right now, wait a few minutes and tag the helpers so someone can help you out
Sorry buddy!
alright thanks for trying
<@&286206848099549185>
@chrome salmon sorry for the ping but could u please help
been stuck for hours
im really sorry for the pinmg
Let's wait for hvna
she gone to school
start with writing out the definitions of the trig stuff
Idk the best way to solve this
wym
the identities?
yes you have a tan and csc
show RHS multiplied by (1-cos(2x)) is equal to sin(2x)
what
what?
showing sin(2x)/(1-cos(2x)) is equal to RHS
is equivalent to showing sin(2x) is equal to RHS multiplied by (1-cos(2x))
is it not?
i dont understand what u mean multiplied by 1-cos2x
could u write it out
like from the bot
$a/b=c$ if $a=b \cdot c$
ScapeProf
yea
oh have not learned that
you just said "yea"
we are just using identities to solve
i thought u meant something else
we cant move it to the other side
we have to prove 1 side = the other
its equivalent my friend
yea but the teacher wont mark it right
since we have not learnt that yet
and im already like piled with a lot of homework
would we want to do that or no
because i really dont know what to do
because we need a sin and cos on the bottom
@noble sinew do u know?
@chrome salmon can u help plzzz
<@&286206848099549185>
<@&286206848099549185>
plz could sm1 help
@wheat prawn Has your question been resolved?
Hi @wheat prawn
TYHANKYOU
Alright let's take a look
We start here?
Ok
What are we supposed to do here? Simplify?
alr
Can you take it from there maybe?
i can barely see that
It would
Mhmm
Keep going
idk what t odo
there is so many things
i can do
but
i just get stuck
@sand geode maybe a hint?
what did u do on 5th and 6th step
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@wheat prawn
Slove the LHS not the RHS
@rapid heron Has your question been resolved?
Paper website if you don't understand the website version
http://mathcentral.uregina.ca/qq/database/qq.09.06/mark1.html
Little tricky lol
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Hi guys, can you help me solve this one?
They're nothing to solve, you mean simplify?
Yes2, I think that what its called
Im trying to learn how to simplify
The 2s cancel. 2/2 =1
I'm confused, i'm sorry. can you help me why it is cancelled?
Because 2 divided by 2 is equal to 1
but where did the division come from?
look at it this way
2/1 is the same as 2
dont bealive me, pick any number and divide it by one in the calc, you will get the number you chose
now we need to do 2 multiply x/2
2 X x = 2x /2 = x
answer is x
Okay, so 2 because it is a common factor, will get cancelled?
Okay I get it now. Thank youuuu â¤ď¸ ! I think It's already solved.
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how do i show that the minimum of this function is positive?
i did took the derivative for t under the integral but it came out wrong
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I have a proof for (i), but don't have an idea about (ii). can someone help me to how to start the proof for (ii)?
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@uneven lily Has your question been resolved?
hi
how do you change a scale?
like for an example
I have the value x = 3
from a scale of 1-10
what would x be in a scale of 1-100?
or in a scale of 0-255?
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Describe all pairs of positive integers $m, n$. For which the number $\log_3$ m + $\log_3 n$ is rational. Explain that pairs other than those described do not match.
Michal
@misty bobcat Has your question been resolved?
^^
You can't just post a question and expect people to do it. You need to show an effort or at least some thought process towards your approach.
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No
My current result is mn = 3 ^ (p/q)
But i dont know of it's enough
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@desert zephyr Has your question been resolved?
i think you need to take the eigenvector as the initial condition
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how would i go about finding a closed form for this
fall
i tried repeated substitution but it only got me a more complicated looking formula
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How did they get .9603?
It tells you how
I dont understand the
I did try playing around with it but end up wit .95 or .97
Oh
Wait hmm
Yeah I am lost đŤ
pretty sure I need to z score 420, 20.48
Looks like a mean and std
With a bound
Itâs terrible notation
Also I have to go, sorry for starting without being able to finish
no problem, take care
I think that $Z_{a,b}$ is a Gaussian with mean $a$, and STD (or variance ??) $b$
polikuj2
how could I use that to get their ans? >_<
Using a calculator, and its function to compute probabilities of a Normal distribution
its z=x- mu / std right?
then converted to z score, I get .931756
What is z score ?
Oh, ok, didn't know this name
do you know what is done specifically to get their ans?
my ans is off by 3% ..
actually im even confused if its 450.5 - 420 here or the other way around
@deep cove Has your question been resolved?
How do they get .9603 here?
Does this mean find the probabily that the num will be <= 450.5 given the mean=420 and std=20.48?
That's what I understand from it
do you know how they did it?
I dont get .9603 no matter what I do
Ok, think I got it
A normal function is symetric
What you're computing is both sides, but you want only one
what do you mean?
even if I calculate both the lefthand side (420-20.48) and calculate for the z score its not close to the ans at all
I also performed the z score calculations and they were not accurate, I found similar notation on this page: https://www.statisticshowto.com/probability-and-statistics/binomial-theorem/normal-approximation-to-the-binomial/ but it doesn't seem to be shedding any light
they didn't do the calculations for the sdev correctly
do the calculations under the radical by yourself and you'll get the right answer
@deep cove
ping me if u see this
the sdev should be like 17.38965 instead of 20.48
@deep cove Has your question been resolved?
Thank you so much! I used the 17.38 and it does give the correct value!
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Hi I was just introduced to the 'is proportional to'-symbol and I canât wrap my head around it
One example given was that if A â 1/B^2 and we double B, A will be reduced with a factor of 0.25
I do not understand where 0.25 comes from and why A is being reduced my understanding was that they both double?
not sure I understand? Like A â 1/2b^2 ?
so A' â 1/(2b)^2 = A' â 1/4b^2
so 1/4=0.25 this is how it comes
doubling B gives $\frac{1}{(2B)^2}$
Tra-Guy
which is $\frac{1}{4B^2}$
Tra-Guy
thanks for clearing it up guys i have a better understanding of proportion now!
proportion is really ez man
any further doubts u can dm too (idk abt him though but u can to me )
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definition of midpoint i think
Thankyou!
i miss geometry
Itâs easy for the most part
Have I seen you before
have u?
I recognize your pfp and name for some reason
.
sas
Thankyou guys
do u see why
No
ok well
thank you
bcos it has been so long I've see congruency
you're given that sw and tu are congruent
thats one side
then you're given that sv and tv are congruent
thats two sides
then you're given thats angle vsw and angle utv are congruent
thats an angle
thus sas
Ahhhh ok
Still a confused Iâm gonna keep sending them if that ok
@sonic wyvern
well
there are no right angles
u can rule that out
i believe its angle bisector
Ok
what do you think
SSS?
we just found out that two sides of each triangle are congruent
where did we prove that a third is congruent
we didnt
we proved that two sides and an angle from each are congruent
yes
How can i repay you
Yes!
i think i was confusing angle bisector and vertical angle theorem
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I think u are
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Why is it in decimals and not expressed in pi? I'm confused. Our teacher didn't teach this to us.
Wdym
what's the conversion rate from radians to degrees
are the 2.69 rad and 50.25 in radians?