t=sin³x B) [2 sintdt cos(sin 2x)sin 2x dx- A) sintdt D) [ 2 cos tdt →? c) fcos tdt E) fcos 2tdt 4. sin(inx) dx X sinudu sinu du S A) S c) J eu Inx-u? E) fe. sin f-si sinudu B) D) S- -sinudu sinu -du eu

Q: ) identify the technique of integration most appropriate b.) Find the average value

A: Here we have to use the concept of integration

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A: The solution is given below

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A: Here we have to use the concept of derivatives

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A: " According to the guidelines issued by the company we are supposed to answer only one question.…

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A: See the details solution in below

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A: the given solution is correct.

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A: We have to solve above given graph for volume.

Q: Ⓒa Given f(x) = 4- ; x ≤ 1 ; x > 1 Find k if Skf(x) dx = -1.

A: Since the student has posted multiple questions and has mentioned to solve question number 1 and 4.…

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A: The region bounded by f(y)=y3, y=1, y=8 and x=0, trhe region revolved about y-axis.

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A:

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A: Concept: We know that a conic section is defined as the locus of a point that moves in such a way…

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A:

Q: Let f: A→B be a function, and X⊆A.Prove or disprove: f(f^−1(f(X)))=f(X).

A: Let f: A→B be a function, and X⊆A.Prove or disprove: f(f^−1(f(X)))=f(X)

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A:

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A:

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A: We have to find graph and area of it.

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A: As per the company guidelines We can first question only. Please understand. Kindly repost the…

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A:

Q: 14 Determine which statement is true Every simple graph is a complete graph. Every complete graph is…

A: below is your correct option

Q: let a=2+7i b=4-2i Choose the correct result of a*b* O 24+22i O22+22i O22+241 O 22-24i

A: Given that a = 2 + 7i and b = 4 - 2i. We have to find a*b. Clearly as  a = 2 + 7i and b = 4 - 2i so…

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A: Given that,  tanx=sinxcosx to prove that ddxtanx=sec2x

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A:

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A: Solved below.

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A:

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A:

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A:

Q: A 200-foot cable weighing 4 pounds per foot is hanging from a winch 200 feet above ground level.…

A: We have to find the work done.

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A:

Q: Find given that x = sec² y. dy dx Osec² ytan y cos² ytan y Osin² y cot y Ocos² y cot y

A: We know that derivatives power rule is  d(xn)/dx = nxn-1.     Here i attached the solution of this…

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A:

Q: Find the first derivative of -5x²+2x-5 210x -5x²+2x-4 ебх о о 5x2-2x+5 P5х 2 x2+1 e5x

A:

Q: 3 5 -3 1 12. 0 2 3 1 5 2 1 5 8 T 16. Find a QR factorization of the matrix in Exercise 12.

A: Concept: According to the Gram-Schmidt process,uk→=vk→-∑j=1k=1projuj→vk→ where…

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A: First we reduce in row eclehon form .

Q: 23 In the graph below, determine whether the given walk is a trail, a path, or a circuit. VI V5 V2…

A: We have to determine the path of given walk.

Q: 2. A line passes through the points P(4, -3) and Q(6,2). Write the following equations of the line:…

A: A line passes throughvthe points P(4,-3) and Q(6,2). Write the following equations of line. A) a…

Q: Find the average value f of the function f on the given interval. ave f(x) = 6x - x², [0, 2]

A:

Q: Based on the table below, X 0 1 2 f(x) 43 32 38 Evaluate f(2) f(2)= Solve f(x) = 1 X= 3 54 4 83 5 6…

A: We need to find f(x) at which the value of x is 2

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A:

Q: For which of the series below the Integral Test can be used to determine whether the series is…

A: Recall the integral test:If fx is continuous, positive, decreasing on the interval k,∞ andfn=an…

Q: Find the acute angle between the line joining A(1,2,3) and B(5,1,7) and the plane containing point…

A: This question can be solved using the concept of angle between line and plane.

Q: You are given the following information about the function f(x): a) Domain: {x ER} b) Vertical…

A: Solution :Given f'x=41-x2x2+12integrate both sides∫f'xdx=∫41-x2x2+12dxlet,…

Q: Consider a beam of length L with a fulcrum x feet from one end (see figure). There are objects with…

A: Consider a beam of length L with a fulcrum x feet from one end see figure. There are objects with…

Q: The vectors A = 3i+j+4k,B=2i-3j-k, find vector normal to A and In plane of A and, B.

A: To find the Normal vector to A & B.

Q: Write the inequality in interval notation and graph the interval. -5<x<5 The interval is 0

A: Use interval notation

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A:

Q: 1. Evaluate the iterated integrals. √27x² (a) [sin - dydx (b) √√x² - y² dydx

A:

Q: The base of a three-dimensional figure is bound by the semi-circle y = √4x². Vertical cross sections…

A:

Q: Use implicit differentiation to find y' and then evaluate y' at (-1,1). 3 x Iny+4y= 2x³ y'l(-1,1)=…

A: We have given  xlny+4y=2x3  Find y' and y' at (-1,1)