e 3* (2e 3x – 1) dx (e6x – 2)4(e3* + 1) + A 2e 3* – 1 | бх B 2e Ox – e 3x © (e3r_2)4 D D (e3+1)+ E e&r _ e3* – 2 F) None

Q: Give an example of a geometric series whose sum is T (recall that geometric serie begin with = = 0).

A: Hello learner, we can answer first question as per the honor policy. Please resubmit other question ...

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Q: Changing the catesian to polar coordinate.

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A: Topic:- calculus

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A: Given function is f(x)=11+x and we have to find T2(x),  T3(x) centered at x=2. Taylor polynomial T2(...

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A: Find your answer below 

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Q: Suppose that f(5) = 3, f'(5) = 7, g(5) = -6, and g'(5) = 1. Find the following values.

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Q: dy x + y ; 4- dx 2xy ls

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Q: Evaluate: thr (,5_ 3) ² dr A 2(r-3) 3 B +C 3 2(,5– 3) ? +C 15 4nr D 4.

A: This question is based on Indefinite Integral.

Q: Q2: Use Cramer's Rule to solve the system:- 4x – y + z = -5 2x + 2y + 3z = 10 5x – 2y + 6z = 1

A: Given,            The system of equations are             4x-y+z=-5             2x+2y+3z=10         ...

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Q: Radoc-Lactuan, I. et. al Analytic Geometry C. Show that the following sets of points belong to the s...

A: topic - coordinate geometry

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Q: Find the values of x for which the given geometric series converges. Also, find the sum of the serie...

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Q: An inverted conical water tank with a height of 14 ft and a radius of 7 ft is drained through a hole...

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Q: 3lnx +2x*dx A 3lnx B 2r4 D 3lnx+2x+ E) None

A: The given integral is  ∫e3lnx+2x4dx

Q: 3. Evaluate

A: The given integral is 1/(x-1)2/3 limit from 0 to 3.

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Q: dy A-Find of the following: dx tan(5u) (1 + 2u)³ , u x. sin(x).csc(x) y = U = e4u

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Q: et kdt k A True B) False

A: First we solve L.H.S then solve R.H.S . We use the formula integration of eat=eat/a

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A: Given,             ∫12x1-x-12dx=a1b+πcTo find : What is a+bc.

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Q: Question Select your answer. On which interval(s) is ƒ(x) = 2 ln(x² +x – 20) continuous? (-00, –5) (...

A: Topic:- calculus  Note :- as per our guideline if more than one question uploaded than only first qu...

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A: We need to interpret the problem for given data.

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Q: . If f = In(x² + y² + y³ ) then find the divergence of falso find its magnitude at 2 3)

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