Select the correct answer. What is the value obtained by using left endpoints with n= 4 subintervals to approximate (3x- 2)dx ?

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Q: |(9x - 5) dx, given the following. Calculate 2 X-dx 3 19 dx = 3 %3D xdx =

A: Property of Definite integration: If the upper and lower limits are the same then the integral is…

Q: a. e (6+Inx) 2 1 -dx b. 3. ¾ x je 1 -dx c. +7 dx J d. 3

A: As per guideline we can solve maximum three subpart you can repost

Q: 6. 5 19-4x2 dx

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Q: .3 1 J2 dx=? x² – 4x+5

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Q: S. FInd (4x3 + 3x2 – 2x + 1)dx ·

A: The given integral is as follows:  ∫014x3+3x2-2x+1dx We shall evaluate the value of the integral…

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A: The definite integral ∫-4416-x2dx can be solved by applying the trigonometric substitution . Let…

Q: Find each of the following:“ S2x* -x+1 dx S(2x+3)' de , a b

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Q: dx /2 4x'

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Q: Determine the following: L (x - 2x2 + 1/3x) dx

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Q: %3| Find the value of k if the f(kx2 – 2x + 3)dx = 14.

A: Definite integration

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A: We have to find the antiderivative of given function.  The solution is following

Q: 4. Evaluate (x² – 4x+ 7) dæ by hand.

A: The function f(x) is a rule that associates or fixes a number to the particular point x. The…

Q: Find the following.

A: Given: I=∫5x2-6x+3dx We know that ∫xndx=xn+1n+1+c…

Q: 13 dx (1+5x)

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Q: dx = ? 3/2 (9x² –1)*

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Q: 1.557 B) In (x) dx + | (2 – x) dx 1.557

A: Given : The equations of the curves are y = ln (x) and y = 2 - x and about x - axis.

Q: Find the following

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Q: 1 The value of f|5x – 3|dx is

A: Integration of the absolute valued function

Q: Find the values of d/dx (11) and d/dx(π)

A: Consider the provided information, ddx11   and   ddxπ. Find the values of the derivative. The…

Q: B. Evaluate the following .5 |x² – x - 6| dx -5 1.

A: The question is determine the question is evaluate the definite integral. Note -  As per our…

Q: Evaluate. 3 9/8x +1 dx 3 9/8x + 1 dx = |(Simplify your answer.)

A: Given :             ∫0398x+1 dx

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A: We have to find out b

Q: A. Evaluate Inx dx. 2x B. Evaluate [(7x-10)dy dx. 0 x?

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

Q: Find ∫ √(3 − 5x) /2x   dx.

A: Consider the given integral, ∫3-5x2xdx substitute 3-5x=u ⇒ dx=-23-5x5 ∫3-5x2xdx=2∫u2u2-3du now,…

Q: (2x+7)2 x 2 dx

A: on diffrentiating this with respect to x we get =2(2x+7)ddx(2x+7)=2(2x+7)×2=4(2x+7)