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SAS Criteria for Congruency of Triangles

In an isoscel...

Question

In an isosceles angle ABC the basector of Angle B and C meet at a point O if the angle A = 40 degree then angle BOC = ?

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Solution

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150

Similar questions

∠

= 32^{o}

∠

∠ A B C

∠ A C B

∠ B O C = 90^{o} + \frac{1}{2} ∠ A

In a $Δ A B C,$ if $∠ A = 60^{\circ}, ∠ B = 80^{\circ}$ and the bisectors of $∠ B$ and $∠ C$ meet at $O$ , then $∠ B O C =$ ___

A B C

A B = A C

B

A C

D

B C = B D + A D

A

Δ A B C

∠ B

∠ C

∠ A = 70^{o}

∠ B O C

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