(10.03 MC) Look at the figure. Which pair of triangles is similar?
Triangles PQR and QTS Triangles QTS and SQR Triangles PQR and RQS Triangles QTS and SPR
@Loser66 @JazzyFrizo16 @sexybadass22 @dpaInc @jenniferjuice @wheelchairmomof2 @e.mccormick @zepdrix @Virgil @Loser66 @melody16 please answer
do you know what similar figures are?
Yes they are porportional sided figures with same angles @melody16
So which of the triangles follow that description?
@melody16 Its either the first or last one can you help me figure out which one of those two it is
Ok, have you found out the angle's measurements.
It doesn;tt work that way never mind I don;t htink you know how to do it but thanks for your help anyways.
I think it is C because they have the same angles and proportional sides.
The altitude of a right triangle that is from the hypotenuse to the \(90^{\circ}\) angle will cut the triangle into two similar triangles. Here is a reference to this: http://jwilson.coe.uga.edu/EMT668/EMAT6680.Folders/Brooks/6690stuff/Righttriangle/rightday3.html
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