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Question

Question: Let H be the orthocentre of triangle ABC then angle subtended by side BC at the centre of in-circle...

Let H be the orthocentre of triangle ABC then angle

subtended by side BC at the centre of in-circle of ∆CHB is-

A

A2\frac{A}{2}+ 90

B

B+C2\frac{B + C}{2}+ 90

C

BC2\frac{B - C}{2}+ 90

D

None of these

Answer

B+C2\frac{B + C}{2}+ 90

Explanation

Solution

∠BIC = 180 – 90C2\frac{90 - C}{2}90B2\frac{90 - B}{2}

= B+C2\frac{B + C}{2}+ 90