ql-formula" data-value="\theta">

\theta

is falling in a straight line. If at a given instant it has an angle of elevation of

\theta

= $A rock at an elevation angle of \theta is falling in a straight line. If at a given instant it has an angle of elevation of \theta = and is a horizontal distance s from an observer, find the rate at which the rock is falling with respect to \theta . A) B) C) D) E)$ and is a horizontal distance s from an observer, find the rate at which the rock is falling with respect to

\theta

.
A) $A rock at an elevation angle of \theta is falling in a straight line. If at a given instant it has an angle of elevation of \theta = and is a horizontal distance s from an observer, find the rate at which the rock is falling with respect to \theta . A) B) C) D) E)$
B) $A rock at an elevation angle of \theta is falling in a straight line. If at a given instant it has an angle of elevation of \theta = and is a horizontal distance s from an observer, find the rate at which the rock is falling with respect to \theta . A) B) C) D) E)$
C) $A rock at an elevation angle of \theta is falling in a straight line. If at a given instant it has an angle of elevation of \theta = and is a horizontal distance s from an observer, find the rate at which the rock is falling with respect to \theta . A) B) C) D) E)$
D) $A rock at an elevation angle of \theta is falling in a straight line. If at a given instant it has an angle of elevation of \theta = and is a horizontal distance s from an observer, find the rate at which the rock is falling with respect to \theta . A) B) C) D) E)$
E) $A rock at an elevation angle of \theta is falling in a straight line. If at a given instant it has an angle of elevation of \theta = and is a horizontal distance s from an observer, find the rate at which the rock is falling with respect to \theta . A) B) C) D) E)$

Find F '(X) If F(x) = Csc2x + Cot2x

Find F '(X) If F(x) = Csc²x + Cot²x