I haven't been able to properly grasp the steps to the questions in the current lesson in my calculus class due to other projects. I would very much appreciate a run down on how to do these practice problems that way I could use it as reference for studying. Thank you in advance. :')
\f(b) Shown below is a graph showing the position 3 of an object (in meters) at time t (seconds) as it moves along a line. Sketch a graph of the object's velocity function. 2. + Find the derivative of each function. a. g(t) = sin(6t3 + 8t2) 4x2 - 3x + 2 f. f (x) = 7x3 - 5x2 b. h(x) = 4vx+ 8 VX g. y = In(tan (x)) c. f(x) = 5 csc (x) + x sec(x) h. g(x) = e2x In (x) tan (x) d. y = i. y = cos2 (5x7 - 12x) 1 + x2 e. y = e8cos(x2) j. y = 6 sin-1(3x2) 3. Find the indicated derivative value for the given function. a. f (x) = -2, f'(2) 5 C. h(x) = 7x+ cos-1(x), h'(0) b. g(x) = In (x2 + 1), g'(1) d. f(x) = 3 cot(2x), f' ()

Question

I haven't been able to properly grasp the steps to the questions in the current lesson in my calculus class due to other projects. I would very much appreciate a run down on how to do these practice problems that way I could use it as reference for studying. Thank you in advance. :')

\f(b) Shown below is a graph showing the position 3 of an object (in meters) at time t (seconds) as it moves along a line. Sketch a graph of the object's velocity function. 2. + Find the derivative of each function. a. g(t) = sin(6t3 + 8t2) 4x2 - 3x + 2 f. f (x) = 7x3 - 5x2 b. h(x) = 4vx+ 8 VX g. y = In(tan (x)) c. f(x) = 5 csc (x) + x sec(x) h. g(x) = e2x In (x) tan (x) d. y = i. y = cos2 (5x7 - 12x) 1 + x2 e. y = e8cos(x2) j. y = 6 sin-1(3x2) 3. Find the indicated derivative value for the given function. a. f (x) = -2, f'(2) 5 C. h(x) = 7x+ cos-1(x), h'(0) b. g(x) = In (x2 + 1), g'(1) d. f(x) = 3 cot(2x), f' ()