Show that is C is a function of x with derivative C'=C/x and N=C/x, the d/dx (C/x)=(C'-B)/x

Determine the anti-derivative of the following functions: a) /() -(3x + 2)(2x' - 3x+4)

Use Taganthmic differentiation to find dy if dx y = (2x) 5x [(8-)19) (0) (b)

Find all possible functions with the given derivative. y' = 6x² - - 8x O A. 2x³-4x² +C O B. 2x² +4x+C O C. - 2x³-4x² +C OD. 2x³ +C

A function f(x) satisfies f(-7.3) = 6.6 and f'(-7.3) = -8.8. What is the equation of the tangent line of f(x) at x = -7.3? a.y=--8.8x + -37.84 O b. y = -8.8x + -77.44 Oc. y = --8.8x + -97.24 Od. y = -8.8x + 84.04 Oe. y=--8.8x + 24.64 O f. y = -8.8x + -57.64

Find the derivative of this function but Do Not Simplify