Are the two triangles below similar?
No, because there are not two pairs of congruent corresponding angles. Yes, because there are two pairs of congruent corresponding angles. No, because the corresponding sides are not proportional. Yes, because the corresponding sides are proportional.
what do you think is the missing angle in each?
c i think
I notice that the angles of both triangles are 45, 55, and 80. Does that help any?
I know one of the angles are congruent
What do you mean? Each triangle has a 45 degree angle Each triangle has a 55 degree angle Each triangle has an 80 degree angle.
the missing angles are 45 and 80 . So all of the triangles have the same angle measurements
So clearly, all three of the angles in one triangle are congruent to all three of the angles in the second triangle.
Sooo what your saying is TUV=WXY?
Im saying TUV= XWY
What is the question you are trying to answer?
Are the two triangles below similar?
No, because there are not two pairs of congruent corresponding angles. Yes, because there are two pairs of congruent corresponding angles. No, because the corresponding sides are not proportional. Yes, because the corresponding sides are proportional.
And what are the ways you have of proving triangles similar?
if they were proportional the whatever the ratio is from one to the other
The angle measurements
Could you be more specific? How many angles? State the theorem
so IF ABC= DEF then ab is 3 times more than DE then BC should be 3 times more than EF
Thats all the question says it doesn't say what theorems to use
The problem assumes that you know something about proving triangles similar. Do you?
Now im even more confused :-/
Have you ever proved any triangles similar?
http://www.mathwarehouse.com/geometry/similar/triangles/similar-triangle-theorems.php Take a look at that. Maybe that will refresh your memory.
Ohh yes the sas asa sss and aaa
Do you know what those mean?
Yes side - angle- side, angle side angle , side side side , angle angle angle
Do any of those work for the triangles you are trying to prove similar?
side angle side
or side angle angle
i know the answer i not D
@Destinymasha @AccessDenied @beccaboo333 Can you guys Please help ?
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