1) Given the equation: f(x)= 5x+2 3x-1 find f'(2). 5 2) Given f(x) = - find...
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1) Given the equation: f(x)= 5x+2 3x-1 find f'(2). 5 2) Given f(x) = - find f'(x). 3) Find and simplify the derivative of the function: S(x) = (²+3)(4x² +1) 4) Use Chain Rule to find the derivative of the function and simplify your result. f(x)=√√5x² - 2 5) Find the slope of the tangent line to the function y = (x³ - 2x² +1)-2 when x = 2. 6) Given R(x) = -2x² +32x-8 find the marginal revenue at a production level of 10 units. 7) What does it mean that the marginal cost for producing and selling 19 items is $27. 8) What is the limit definition for the derivative? 2 1) Given the equation: f(x)= 5x+2 3x-1 find f'(2). 5 2) Given f(x) = - find f'(x). 3) Find and simplify the derivative of the function: S(x) = (²+3)(4x² +1) 4) Use Chain Rule to find the derivative of the function and simplify your result. f(x)=√√5x² - 2 5) Find the slope of the tangent line to the function y = (x³ - 2x² +1)-2 when x = 2. 6) Given R(x) = -2x² +32x-8 find the marginal revenue at a production level of 10 units. 7) What does it mean that the marginal cost for producing and selling 19 items is $27. 8) What is the limit definition for the derivative? 2
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