The triangle pqr is such that pq = 8 cm, qr = 7 cm, pr = 7.5 cm and triangle pqr is similar to triangle xyz. If xy = 16 cm, find the value of yz.
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Answer:
14 cm
Step-by-step explanation:
in triangle pqr :
pq = 8 cm
qr = 7 cm
pr = 7.5 cm
In triangle xyz :
the side that corresponds to xy is pq
so , xy = 16 cm ( 2 x pq = 2 x 8 )
Therefore , the side that corresponds to yz in triangle pqr = qr
qr = 7
so , yz should be qr x 2 = 7 x 2
therefore , yz = 7 x 2 = 14 cm
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