#geometry question regarding triangles
62 messages · Page 1 of 1 (latest)
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Try looking for similar triangles.
What do the circles indicate?
are they all similar
maybe thatthey are the same length?
not sure thats all i got from that question
With what law can you prove that?
Um if two angles are same and one side is proportionate ?
well we know they share one angle at the bottom and the bases are parallel and the sides are the same
but idk how to progress
💔
Then just make ratios now
You know FD=DB=BA from the diagram
but doesnt simialr angles only indicate same same angles nad proportions, if triangle ADE is 16cm and the bases are all the same i dont see how i can get the base and height for ade
You don't
They're in direct proportion
what does this mean
💔
if i cant find the base and the height how do i get the base values to find the other n umbers
Area of ADE is in direct proportion to area of AFG
Try to figure out why, and in what way
becasue they share one angle, we know one side is the same and another angle bc of f pattern
but how do we know in what proportion
im just kinda lost
try to find a length ratio from somewhere
ik its prob something to do with the bases being parallel but i dont know to get the ratio
😭
there’s another piece of information I don’t think you’ve brought up yet
kocher has though
that the 3 bases are parallel?
no you’ve said that like a million times
jeez alright I wasn’t sure if that would count as spoiling the question
you know how AB, BD, DF are marked as equal
bro i really dont care
its just my homework
yes
yeah but I do smh
im going to get spanked for handing it late
so if you have ADE and AFG, which you know are similar, can you find the three pairs of corresponding sides
erm we dont have afg tho
you kinda do its right there in the diagram
also why would we need the three sides if we just need the base and height
what you don’t have is its area
yea
you don’t have a height
ya
ok maybe im stupid bro i understand u guys are saying but i stilldont know what to do
✌️
u guys tried
bruh
you know how doubling the side lengths of something quadruples the area
like square with side length 1 has area 1 but square with side length 2 has area 4
I did not know that but ok
you probably should!
enlarging something by a factor of x also increases the area by a factor of x^2
okay
@polar jolt
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