#Geometry (proving a triangle is a isosceles)
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well recall the properties of an isosceles triangle and think how to prove atleast one of them
yeah that is a one way to get around it
if given the coordinates here, you can use your method
yeah as previously mentioned before, your method will work here
alr
so
imagine i get the answwer
after I use the distant formula
then what
i get a number
how does that say the triangle is isoclese
and what cordinates would I use
b and c?
look, If you have a triangle
AB=6 unit length ,BC=6, AC=7
how do you know that this is an iso triangle, according to what you ve said before.
i see
i do the distence formula on AB
then do it again on AC
and if their equel
that means there a iscocles triangle
right?
you are half way through the solution
if I didnt give you information about the third side, would you be able to determine exactly the triangle type?
NO , you still have a possibility that this is an equilateral triangle
so you need the three side to determine the triangle type
i mean
its coz I already knew this
suppose that I didnt give you the third
so what do you have to do in your problem?
distance formula
for ab
i got 7
now im gon do ac
actually wait
nvm not 7
forgot to squarea
its 25
im smart
i solved for ac
annd got 25
YEs
THEIR EQUEL
NOW ILL HAVE A 39 ISNTEAD OF 35
IN MATH
alr bro
how do i know that this ugly ass triangle is a right angle or not
did you calculate bc?
good
Actually there are several ways, can you recall any fundamental properties of any right triangle?
that is an equation of straight line, what does this even relate to?
slope
yeah that is a one way around, did you study vectors?
whos vector
never mind
try this
k
yo
I did pythagream theoresm
and got 72=44
that means its not a right trangle right?
what lengths did you calculate?
how did you calculate
equilateral triangles are still isosceles…?
Well yes, but you have to get the 3 sides to precisely determine the triangle type. This is what I mean here.
@rustic light still need help?
AB and AC should be perpendicular
two lines make an angle of 90 degrees with each other
you can also use distance formula and prove it with pythagorean theorem if you want
how
every right triangle satisfies the pythagorean theorem
this is known as the converse of pythag
so then show the sides are not perpendicular
how
particularly AB and AC
calculate their slopes
if a line has slope $m$, the perpendicular slope, denoted $m^{\perp}$, satisfies $m^{\perp}=-\frac1m$
ooaa
back
@rustic light
Hello xiealer, this is a friendly reminder that your help request has been inactive for more than 24 hours. If you no longer need assistance, please consider closing the thread using the +close command. This thread will be automatically closed in 3 days if it remains inactive.
Equilateral triangles are a subgroup of isoceles triangles
Proving two sides are equal is enough