Hi! I would need help solving this derivative, thank you!:)

Q: 7. уз y =/x³ – 1/1+ vx

A:

Q: x2-3 5. 4 +x2

A: Derivative of function

Q: (2а + 5)10 (г — 3)° (4аг + 7)50 6. f(x)

A: Differenciation of f(x) with respect to x is given below

Q: z = x (31² (3r²-9)

A: To find the derivative of given equation.

Q: x5/2+4 x3 y = 3

A: We have to find the derivative of the given expression: y=x52+4x3x3 Simplifying the given…

Q: What is the derivative of cot³( 4x³ – 2x)? A (– 36x²+6)cot2(4x³– 2x) csc²(4x³– 2x) 36x?cot (4x³ –…

A: Given : Function cot34x3 - 2x   To find : Derivative of given function?

Q: Find the second derivative of the function Y = (3x² – 5)´ A. " = 1082? + 60 B. /" = 1082? – 60 C. "…

A:

Q: Find the derivative. y = (3x − 3) (3x + 9) None of these 18x² +18x - 81 09 O 18x³ + 18x² - 81x 18x -…

A: The given function is

Q: show work. ) 12) Find the derivative of function f(x)= In- 1+e* ( answer: 1+e*

A: The derivative of logarithm is expressed as ddx ln x=1x. The quotient rule of differentiation states…

Q: Find the derivative using the definition 2х-3 y = 3x-2 What is the solution if the answer is: 2х-3…

A:

Q: Sorry, I forgot to specify. Can it please be solved algebraicly. I do not want the derivative.

A: The given limit is .The aim is to calculate the limit algebraically.

Q: Find the derivative of y= 3 3xL 15x-2

A: Given: y=3x5x−23

Q: 12) Find the equation of the line tangent to g(x) = (3x + 11)ex-4 at x = 4.

A: ddxuv=vddxu-uddxvv2

Q: The derivative of the function In In(coth a? – 1) is

A: follow next step

Q: d the der

A: Introduction: The formula of first principal of derivatives is given by, f'(x)=limh→0f(x+h)-f(x)h…

Q: (2+x)2, how do I find the derivative?

A: The given function is  y = f(x) = (2 +x)2

Q: Q 4. Use ab-initio method and find the derivative of 3x +5x² – 2x-12.

A: ab-initio method is nothing but differentiating the function using basic principle of…

Q: In finding the root with Newton's Method, an initial guess Xo = 4 with f(Xo)= 1 leads to X1 = 3.…

A:

Rate of Change

The relation between two quantities which displays how much greater one quantity is than another is called ratio.

Slope

The change in the vertical distances is known as the rise and the change in the horizontal distances is known as the run. So, the rise divided by run is nothing but a slope value. It is calculated with simple algebraic equations as: