se the formula to find the derivative of below functions. 5x²-7x+2 2³-9 (1) ƒ(x) = ( 31⁄4 + x) .· (2 – V5x+2²), (2) g(x) =

When applying derivative rules, we sometimes need to rewrite our function. In this problem, you are not computing derivatives. You are only reviewing the skills necessary to rewrite the expression in an equivalent form. (a) Which is equivalent to 1 10 10x-3 -3 X (c) Which is equivalent to 10x + 3x 1 1 10x3 (b) Which is equivalent to ¹x10 ? O x11/10 O x10/11 O 10x + 3 ? 10x² + 3? X (d) Which is equivalent to √x(x-10√x)? O x3/2 - 10x O x3/2 - 10x1/2

4. Explain the steps to find the derivative of the given function using the first principles y = √√x = 5 -

Please assist urgent

1. Find the derivative of (a + 3x + 8) (3x" - 7x + 2).

A. Find the derivative of each function. 1. f(x) = 5x (3x - 6) 2. f(x) = (3x + 4)(2x – 6) 3. g(x) = (x? + 2x + 6)(2x - 7x - 4) 4. y = (x2 + 4)2 5. y = (2x? + 3x - 6)2 %3D %3!

The slope of the tangent line at any point on the graph of  f(x) = 7x2 + 4x  is given by the derivative of f at x. To find the derivative of the given function, we will use the four-step process. Step 1: Compute  f(x + h)  and expand the expression. f(x)  =  7x2 + 4x   f(x + h)  =  7(x + h)2 + 4(x + h)      =  7   x2 +          xh + h2    + 4(x + h)      =  7x2 +      xh + 7h2 + 4x + 4h None of the terms in the expanded expression can be combined. Therefore,  f(x + h)  is as follows. We note that it is not required to expand and simplify the result, but doing so will make the upcoming steps easier to complete.

1. Find the first line ONLY of the derivative showing the product rule. √√x (3x¹ - 20x) 3 a) y = (- 2x¹ + 2x²³ - 8) (5x³ - 2x) b) f(x)

Ex.11 Please answer all parts. This is one question. List answer clearly. Thx

Find the derivative. A. f(x) = -2(3x5 + 6x² - 10)4 B. f(x) = 10e²x7-3