Question: please answer the following thoroughly ASYNCHRONOUS ACTIVITY: PRACTICE 5 ( DIFFERENTIATING A FUNCTION) This activity is PRACTICE 5. This will be solved in a piece

please answer the following thoroughly

ASYNCHRONOUS ACTIVITY: PRACTICE 5 ( DIFFERENTIATING A FUNCTION) This activity is PRACTICE 5. This will be solved in a piece of paper and attach your answer in the dropbox provided Activity 3. Let's do this! Youtube.com A. Find the slope of the Tangent line using the derivative and its equation given the point where the line passes. 1. f'(4x2 -7) : (0, -7) 2. f' (3x2 + 2x -3): (1.2) 3. 2 (-2x2 - 4x -1); (-1.1) 4. Dx (-4x2 +4) ; (2,-12) B. Determine the derivative of the following 1. f'(3x6 +7x4 - 3x2 -12) = 2. ~ (5x-2 - 3x2 + 4X -8) = 3. f' (-3x7 + 4x3 - 9) = 4. Dx (7ex - 2x4 + 5Sin x) = 5. f'( 5x3 - 7* - 15) = 6. Dx (3Csc x -5Cos x + 7Sec x-7) = 7. f' (3x6 + 4In x + 5ex +8Cot x) = 8. dy (- - 3Tan x - 5log, x + 3x) = 9. f'( 4Sin x + 9 tan x - 3Csc x - 7ex ) = 10. f'(5 Vx + 8ex + 4 In x + 6x - 12x ) =

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