EXAMPLE 1 Relating Derivatives The function y = 6x – 10 = 2(3x – 5) is the composite of the functions y = 2u and u = 3x – 5. How are the derivatives of these three functions related?
Q: QUESTION 3 3 1 2 Let A = 1 4 5 2 5 and X2 X= 6. X3 Find (X'AX). Write out its derivatives with…
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Q: (a) Find the derivative. y = ln(4x − 2) − 3 ln(x) dy dx = (b) Find the derivative. y = ln…
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Q: ACTIVITY 2: Find the derivative and simplify the result, if possible y = x2 + n² +x" y = x2 sec x y…
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Q: 3.2.36 a. Find the derivative function f' for the following function f. b. Find an equation of the…
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Q: Example 1: Use differentiation rules to find the derivative of the following. Express your answer in…
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Q: Suppose the function V represents the number of people vaccinated for COVID-19 in Kalamazoo country.…
A: Given : V represents the number of people vaccinated for COVID-19 in Kalamazoo country. To…
Q: To Sketch the Graphs of functions using Derivatives. Problem. Consider the function f(x) = 8x - x…
A: Follow the procedure given below.
Q: 25310+5 25802.20 Evaluate the derivative of the given function at the given point. SHOW ALL WORK.…
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Q: 5x+√x 3.y=(x²+1)² 4. Using y = 5x + 3x² + 1, find all the derivatives and evaluate f"(2) f(3) (-2).…
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Q: -1(1+x Find second order derivatives of the function Tan 1-x
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Q: Example 0-12: What is the derivative of f(x) = 4x(x² + 1)3?
A: given
Q: 3 - 1 Find the derivative of y = - 3 with respect tox. tan A. 3 x +9 В. + 9 С. 1 x +9 D. x² +9 B.
A: Use given function find derivative
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A: The given functions r(s) is
Q: 4. Find the derivative. x? + 6x – 5 (a) 5х -1 (b) ƒ(x) = (3xr² – 5x - 7)' Us e chain rule (c) y =(x-…
A: Topic:- derivatives
Q: 2x+1(4x²_5)³ 3 y = e
A: According to our guidelines, In case of multiple questions we are supposed to answer the first…
Q: Can you help me step by step?
A: The given function is
Q: Question1. Find the derivative w.r.t x. i. f(x) = Cos (3Vx) f(x) = x - x. Also draw the graph of…
A: given, 1. fx=cos23x2. fx=x3-x3. fx=logxx2+1
Q: 1) Consider the function, e2x + e-2x f(x) : e2x - e-2x a. Find the value of x that f is undefined.…
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Q: Question -2x – 4 Find the derivative of the function y = 3æ³, 3x3 using logarithmic differentiation.…
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Q: . Version 2 of the Chain Rule Use Version 2 of the Chain Ruleto calculate the derivatives of the…
A: “Since you have asked multiple question, we will solve the first question for you. If you want any…
Q: [24] 1. Find the derivative of the following function. Make any obvious simplifications. (a) r²y²…
A: Hi, I am solving question 1 for other question repost it.
Q: (2x+5)³(52²-2x) 4. Use logarithmic differentiation to find the derivative of the function y = √2x+5
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Q: Example 7: Find all of the second derivatives for f (x, y) = 3xy2 + 2xy + x2. %3D
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Q: 6/5 (3 - x). x5/6 The derivative of the function y = In is y' = %3D
A: we have to find derivative
Q: 10-37 Find the derivative of the function. 1 10. f(x) = Vx2 – 1 -
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Q: Question 2 Let a be a real valued constant. Find the derivative with respect to x: Y = 4ae 1-4ae4z O…
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Q: -3- 6. USE THE ALTERNATIVE FORM OF THE DERIVATIVE TO FIND THE DERIVATIVE (IF IT EXISTS) OF f(x) = x²…
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Q: (2+2)5 Find the derivative of f(z) = 2-i
A: We will use the formula uv' = vu'-uv'v2 Given f(z) = (z+2)5z-i
Q: Q-1] Find the derivative of the function -9 9 -7 -4 -3 9. 3 6- f(x) = det 6 -1 -2 5 -8 -8 1
A: It is known that if fx=axbxcxdx , then f'x=a'xb'xcxdx+axbxc'xd'x Given matrix is…
Q: 2(1-x²) (1+x²)² A. f'(x) = B. f'(x) = c. f'(x) = D. f'(x): = f(x) = find the derivative of this…
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Q: Higher-order derivatives Find y(100) of y = 2x100- 3cosx + 4ex
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Q: Find the derivative of the function g(x) 4 – 2x g'(x)
A: We have to find the derivative of the function g(x)
Q: 2² – 6 Calculate the derivative function of g(x) Write your result as a single fraction. %3D 5а + 1…
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Q: 1.Find the derivative of the function. y=2x−5/7x+3 The solution is y′=nothing.
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Q: 1. On what instance does the Chain Rule of differentiation applicable? Explain briefly. 2. How does…
A: Recall; COMPOSITE FUNCTION: A Composite function is generally a function that is written inside…
Q: x3 - 2/x + 1 Using quotient rule, which of the following derivatives is true for the function y = 2r…
A: NOTE: Refresh your page if you can't see any equations. . take derivative
Q: Activity 1: Find the derivative of y with respect to x. 1. у%3 3x -5 2. у%3D6 3. y = x2 + 4x 4. y =…
A: solve the following
Q: Find the derivative of: h(x) = (1/x^2 - 1) / (1/x -1) (1/x -1)^2 –1/x^2 (1/x^2 – 1)^2 (1/x +1)^2…
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Q: FIND THE DERIVATIVE OF THE FUNCTION DESCRIBED. (25 1. y (x2- 1) (2x+1) 2. y 2x2 (4x² + 3x- 5) 3 y +1…
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Q: If Z = In(x² +y²), find-
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Q: Find the first derivative of y with respect to x (y') of the given function using rules for…
A: To find: The derivative of y with respect to x. Given: The values are y=U2-1U2+1 and U=x2+23.…
Q: Prob. 3 (a) (2) Compute the derivative of the function y = (b) ( sin x 1-x² ) Find the second…
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Q: derivatives in Column B. 1. f(x) = 4 A. f'(x) = 8x 2. f(x) = 4x В. f'(x) = -4x-2 3. f(x) = 4x² С.…
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Q: x2 - 6 Calculate the derivative function of g(x) Write your result as a single fraction. 2x + 1 =…
A: Given: g(x)=x2-62x+1
Q: 1. Find the first derivative of the function g(r) 6x + 27x2 +36x. g'(x) = %3D 2. Find the second…
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Q: Vx-5 a) Find the derivatives of the given function f(x) = ln- %3D 1-x
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Q: 2)f(x)=(3x^(2)+8x+3)^-5 Find the derivative of the function
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Q: Question:- 3. 11 13 15 12 37 25 31 42 57 Find First & Second derivative at x=3.
A: To Determine :- The first and second derivative at x =3 by newton forward method.
Q: Example 2. Find the derivative of the following with respect to x. x" +1. (iv) x-5 (i) x12 + 7, (ii)…
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- Find all possible functions with the given derivative. y'=-5+7/x^22.(10) Find the first, second, and third derivative of the following function.1. If 3 + f(x) = vx - 2 + 5x2, then (f'(x) is 2. Find the first derivative of the function f(x) = k , where k is a constant (using the definition) x+1 3. If 1 = (f(x), find (2)'f x2 -
- If f(x) =2x2 - x3 , find f'(x) , f" (x), f"'(x) , and f(4) x.Graph f , f' , f" , and f"' on a common screen. Are the graphs consistent with the geometric interpretations ofthese derivatives?#14 can you show me how to do this? Our teacher has been using the equation f(x+h)-f(x)/h to find the derivatives.In the financial world, there are many types of complex instruments called derivatives that derive their value from the value of an underlying asset. Consider the following simple derivative. A stock’s current price is £100 per share. You purchase a derivative whose value to you becomes known a month from now. Specifically, let S be the price of the stock in a month. If S is between £90 and £110, the derivative is worth nothing to you. If S is less than £90, the derivative results in a loss of £100*(90-S) to you. (The factor of 100 is because many derivatives involve 100 shares.) If S is greater than £110, the derivative results in a gain of £100*(S-110) to you. Assume that the distribution of the change in the stock price from now to a month from now is normally distributed with a mean £2 and a standard deviation £10. Let P(big loss) be the probability that you lose at least £1,000 (that is, the price falls below £90), and let P(big gain) be the probability that you gain at least…