The function f is shown below. What is the value of | f(x) dæ? Writey your answer in simplest form. Graph of f 9. 15 3 -10 -9 -8 -76-5 4 -3 -A 3 5. 6. 8. 10- -6

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A: We have to find the maxima and minima of the function.

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A: it is very basic problem of diffrentiation.

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A: topic - functions and application of derivatives

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A: sec2θ -tan2θ =1 ∫cosec(θ) dθ = 12lncos θ-1cos θ+1+C

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Q: (х + 3)dx бх — х2

A: ∫ (x+3)dx/(6x-x2) ∫ (x+3)dx/x(6-x)  -∫ (3/2(x-6) - 1/2x) dx  -3/2∫ dx/x-6 + 1/2∫dx/x {ln(x) - 3ln(x-...

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Q: 36. Adams's Magic Hexagon. In 1957, Clifford W. Adams discovered a magic hexagon in which the sum of...

A: Note: As per our company's guidelines we are supposed to answer the first question only. Kindly aks ...

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A: an+1= (n+1)/(16(n+1) +9)        = (n+1)/(16n + 25) an  = n/(16n+9) an+1 - an =(n+1)/(16n + 25) - n/(...

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A: Find the derivative of h(y).  Differentiate h with respect to y. 

Q: Evaluate: O-0.05+j0.602 O -0.05-j0.602 O 0.05+j0.602 0.05-j0.602

A: To find: jjjj We'll use the formula: j=ejπ2.

Q: Evaluate the following integral. 1/4 | tan?x dx 1/4 tan x dx = (Type an exact answer in terms of T.)

A: Explained below 

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A: A detailed solution is given below 

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A: ∫15cos(x)xdx ; n=5

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Q: along the x-axis so that at time t 2 0, the acceleration of the particle is a(t) = 15Vr. ticle is 10...

A: In this question we will use basic concepts of calculus i.e concept of integration. We will use the ...

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A: Topic:- calculus and application of derivatives

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Q: Exercise 4: Mastery Learning Game Directions: Find the derivative of the following functions: 1. y =...

A: Note: Since you have posted multiple questions we will solve the first question for you. If you want...

Q: decimal

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Q: Question 3: Suppose that H = xy + V3x2 + 4y?, and at t = 0 (initiation) we have r = 1, y = 1, H = 6,...

A: Let's find. 

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A: Let's find. 

Q: 3z2+x 30. If z – xz – y = 0, prove that- =- ax dy (3z²–x)³*

A: Let's find. 

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Q: The function f is shown below. What is the value of f(x) dx? Write your answer in simplest form.

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Q: Sketch the region enclosed by the given curves. 1 у %3 2/х, у 3 8х, у %3D —х, 2 x > 0 y 5 4

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Q: Use the graph of the function to answer each question. (-2n < x < 2n) f(x) = cot(x) 3 –27 2л

A: We have properties of cot function to solve this problem

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A: We have to find the profit

Q: Solve each of the following equations for x. log3(x+1) − log3(27) = 2

A: Solve each of the following equations for x. log3(x+1) − log3(27) = 2

Q: Find the average value f of the function f on the given interval. ave f(x) = /x, [0, 25] fave

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