y = r + 4x – 5 fonksiyonunun birinci mertebeden türevini z = 0 noktasında h = olmakla ileri-fark yöntemini kullanarak hesaplayınız. Use forward-difference formula to evaluate the first derivative of y = r? + 4x – 5 at z = 0 using a value of h = 1 O 20

Q: If y = √√√2-3x², find encl sack the third derivative.

A:

Q: Q2. Find the value of first and second derivative For the equation x² + xy-y²³ = 2/₂² at (1,1). 3 ऋ

A:

Q: - Prove that the derivative of (2x +1)2 is 4 (2x + 1) by using first principle derivative.

A:

Q: By using fixed points find the roots of equation f(x) = x + 4x –- 2 x, = 0 E= 0. .0001

A:

Q: Use backward-difference * = 0 using a value of h = 1/- formula to evaluate the first derivative of…

A: To evaluate the first derivative of the function y = x^2 + 4x - 5 at x = 0 using the…

Q: Solve for the 2"nd derivative of the function f (x) = 3x5 – 4x3 + 7x² – 10. a. 15x* – 12x2 + 14x b.…

A: Given: fx=3x5-4x3+7x2-10 To Find: 2nd derivative of the given function

Q: Find the derative: yain Jx2+4x+1 derivative.

A:

Q: Question 2 $-3ar* +2pr² h(r) 4r

A:

Q: Which among the following functions has the derivative of de = (9z - 452 + 272) ( - 2) + (= - 2)*…

A:

Q: After two iterations using the Method of Successive Substitutions, what is the root of f(x)= 3x +x'…

A:

Q: Q2// Find the second derivative of y=x245x³+4)

A:

Q: бх + 5 -, is 10х + 8 The derivative of y =

A:

Q: (18) Find the derivative of the functio 2²+5 3 Y=2²-5 Nor me it to Vitou inst

A:

Q: m'+4m (1-m*)7

A:

Q: Use three-point midpoint formula to evaluate the first derivative of y=x2+5x−1y=x2+5x−1 at x=0x=0…

A: Given function is y=x2+5x−1. We have to evaluate the first derivative of y=x2+5x−1 at x=0 using a…

Q: Find the derivative. ya 7 lnx Ox7-1 O 7ex7 x 07x Ox7 et dt

A:

Q: у 3 2Таn(0.5х) — х II

A:

Q: How to calculate?

A:

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

A: The given function is x2+3x+83x4-7x+2

Q: Assigoment find the derivative of y=(X²+1)/(x+3) Solution

A:

Q: Find the Derivative

A: The derivative of a function with respect to a variable is equal to the instantaneous rate of change…