What is the converse SSS similarity theorem?
This isnt an actual problem from an assignment or anything, but I can't find much info about it for my notes
SSS similarity theorem says, if the sides of two triangles are in proportion, then the triangles are similar.
whats the converse of above statement ?
do you know how to write converse of a statement ?
if the triangles are similar then the sides of two triangles are in proportion?
perfect !!!!
for converse, you just change the order of original statement
but if that is that theorem, then what is this one: If a _____________ divides 2 sides of a triangle ___________, then that sement is parallel to the third side of the triangle
If a "line segment" divides 2 sides of a triangle "in same ratio" , then that segment is parallel to the third side of the triangle
thats the theorem says. but i dont remember the name of theorem. its not midpoint theorem.... let me google !(:
it is something converse, with the examples my textbook showed me i thought it might be sss similarity
nope. sss similarity is for two similar triangles
i have it
What is it?
its converse of "side splitter theorem"
The side splitter theorem states that if a line is parallel to a side of a triangle, then this line divides the other two sides in same ratio.
It didnt say that name in my lesson.. No wonder Im having issues with this chapter!!
yeah its the odd one... they introduce this theorem in the last i think...
I dont know why they put it in my notes then. At least I understood it lol
ask your teacher... if "side splitter theorem" is not introduced to me yet, it makes no sense to me to have a question asking for name of its theorem... :))
Ya, but I cant ask her. Its the stupid virtual school, and as nice as she is, she wont let you call unless you make an appointment, so you and all the other geometry gods and goddesses are my teachers instead.
lol :)
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