Given that f(x) = x³, where -1 ≤ x ≤ 1. What is the coefficient bn of the Fourier series of f? Select one: O A. 0 B. -sinx C. sinx -1 O D.

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A: To find the correct solution of the given problem based on the differentiability .

Q: Parent Function y = log10x (x, y) VA x = Transformed Function y = -2log10 (x+4)-3 VA x =

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Q: W(s, t) = F(u(s, t), v(s, t)), where F, u, and v are differentiable. If u(3, 6) = -7, us (3,- 6) =…

A: Please see the attachment

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Q: Let Find M13 and C13. M13 = C13= ND MI A = -1 -3 0 0 7 1 8 8 9 4 5 0 -6 7 -6

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Q: sin 0 - sec 0 + csc 0-tan 20 = -0.0866

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Q: Solve the following by first fully factoring using the factor theorem:  2?4 + 13?3 + 19?2 − 10? − 24…

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Q: Find the Fourier series of f(x) uestion 1 1) If f(x)= x,-2<x<2

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Q: 11 By reversing evaluate the -3 -9 ffix the orders of integration following integral x cos(y) dy dx

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Q: find powe

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Q: What is the value of ï so that 3(−5x + 4) = −2(x + 4). Select one: O 20 13 O 3 0 -3 7 12 11 8

A: here we can use simple calculations to solve this question.

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A: lets draw a slope field for dydx=x-y

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Q: 1. a) Find the Maclaurin series for f(x) = e-2. 2240 SPRA b) Use the expansion to estimate e-0.2…

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Q: a) What are the values of u and o, respectively?

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Q: Find the power series for given function

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Q: Q2: Find the double integration ff (4x + 2)dydx D ={(x,y):0<x<2,x<y<2x}

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Q: B. find polar form of the complex number z = (2√3-41)+(-√3+ 5i).

A: The complex number z=x+iy in the form of polar co-ordinate z=rcost+i rsint Where r=x2+y2

Q: P(x)= x³ =22²7 +5 23 P

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Q: Prove that sin x can be approximated by x − (x^3/6) within 0.01 on the interval [-1,1].

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Q: Find the standard equation for the quadratic function y = 3x² + 11x-4.

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