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The solution(s) to the following equation is (are): 8 sin x - 10 sin x = 7 for 0 s x $ 2x O al o, - and 2x 6 11a and 6 6 O d) _ and 1 4 Question 2 (1 point) Listen A 4 m long ladder is resting against a vertical wall when it suddenly starts to slide down the wall. If e is the angle that the bottom of the ladder makes with the ground, what is the rate of change of this angle (in radians per second) if the top of the ladder is sliding down the wall at a rate of 0.25 m/s, when the top of the ladder is 3 m above the ground? Oal = = - -rad/ 8 Obj # = rod/ 8 Odd =- we rad/ 8 Odd = = -rad/8 Question 3 (1 point) 7) Listen Find the derivative of the given function. k(x) = cot(2x) + csc(2x) O al k(x) = 2csc(2x)[csc(2x] + cot(2x] Obj k'(x) = -2[csc(2x] + cot(2x] O c k(x) = 2[csc(2x) + cot[2x)] O d) k(x) = -2csc(2x)[csc(2x) + cot(2x)]