Mathematics

Mathematics

Problem

Let a vertical tower ABAB have its end AA on the level ground. Let CC be the mid-point of ABAB and PP be a point on the ground such that AP=2ABAP = 2AB . If ∠BPC=β\angle BPC = \beta , then tan⁡β\tan \beta is equal to a. 67\frac{6}{7} b. 14\frac{1}{4} c. 29\frac{2}{9} d. 49\frac{4}{9}

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