Question

Which similarity statement is true?

a) δsrq ~ δtrs
b) δsrq ~ δrtq
c) δsrq ~ δrts
d) δsrq ~ δqrt

Answer 1

The similarity statement that is true is b) δsrq ~ δrtq.

Step-by-step explanation:

The similarity statement that is true is δsrq ~ δrtq. This means that triangle SRQ is similar to triangle RTQ. The given information tells us that the vectors closest to R and T are about the same length and start at about the same distance. The closest vectors around S are about the same length as those around R and T, but they start at a slightly larger distance.