Question

6) (i) The corresponding sides of triangles ABC and PQR are in the same ratio, that is, AB : PQ = AC: PR. What is the length of AC
(ii) If BC : QR = what is the length of QR?
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Answer 1

Answer:

Given the corresponding side of triangles

Abc and pqr

Ab:pq=ac:pr

Find:length

By the area similarity of triangle

Therefore. A(triangle ABC) /A(triangle

=AB/PQ=AC/PR=BC:QR

Hence, length is BC:QR

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