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Similar Triangles

Δ ABC and Δ P...

Question

Δ ABC and Δ PQR are similar triangles such that ∠A = 32° and ∠R = 65°. Then, ∠B is

(a) 83°

(b) 32°

(c) 65°

(d) 97°

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Solution

It is given that there are two similar triangles, ΔABC and in which ∠A = 32° and ∠R = 65°, then we have to find ∠B

We have following two similar triangles.

We know the relation between angles in the two similar triangles and these are

In we have,

Hence the correct option is

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Similar questions

Δ A B C

Δ P Q R

∠ A = 32^{0}

∠ R = 65^{\circ}

∠ B

△ A B C

△ P Q R

∠ A = 32^{\circ}

∠ R = 65^{\circ}

∠ B

Δ A B C

Δ P Q R

∠ A = 32^{o}

∠ R = 65^{o}

∠ B

In $Δ A B C$ and $Δ D E F$ , $∠ A = ∠ E = 40^{\circ}$ , AB : ED = AC : EF and $∠ F = 65^{\circ}$ , then the value of $∠ B$ is

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