What is the formula for finding vertical distance if the staff is held vertical and line of sight is inclined? Options: A . &nbspV = Ks \(\frac{sin2θ}{2}\) + C sin θ B . &nbspV = Ks cos2 θ + C cos θ C . &nbspV = Cs \(\frac{sin2θ}{2}\) + K cos θ D . &nbspV = Ks sin22 θ + C cos θ

What is the formula for finding vertical distance if the staff is held vertical

Question

What is the formula for finding vertical distance if the staff is held vertical and line of sight is inclined?

Options:

A . V = Ks \(\frac{sin2θ}{2}\) + C sin θ

B . V = Ks cos2 θ + C cos θ

C . V = Cs \(\frac{sin2θ}{2}\) + K cos θ

D . V = Ks sin22 θ + C cos θ

Answer: Option A
Answer: (a).V = Ks \(\frac{sin2θ}{2}\) + C sin θ

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