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Question

The angle of elevation of the top and bottom of a flag staff fixed at the top of a tower at a point distance a ft. from the foot of a tower are α and β. Prove that the height of the flag staff is
a(tanαtanβ).

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Solution

AC=atanα,AB=atanβ
BC=ACAB=a(tanαtanβ)
1105659_1006183_ans_76c43e3e4e604f2e9cc2afcf0343735f.png

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