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4. Triangles
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Q3 of 168 Page 5

In Fig. 4.137, . Find the length of PB.

We have ΔPAB and ΔPQR


<P = <P (Common)


<PAB = <PQR (Corresponding angles)


Then, ΔPAB ~ ΔPQR (BY AA similarity)


So, (Corresponding parts of similar triangle area proportion)


Or ,


Or PB = x 6


Or PB= 2cm


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1

In Fig. 4.136, . If BC = 8 cm, PQ = 4 cm, BA = 6.5 cm and AP = 2.8 cm, find CA and AQ

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4

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5

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Questions · 168
4. Triangles
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