Find the Fourier Cosine Transform of the function f(x)=(ae-" + be -mx Add your answer -nx if a = 4, b = 7, m = 3, and n = 2. Then, evaluate the transform if w = 13.8. Round off the final answer to five decimal places. & if if x>0

Q: A cat is falling from a branch. Its height t seconds after it fell is given by the function h(t) =…

A: We have given height  ht=-16t2+5 To get for what height cat was falling  Put t=0 h0=0+5 h0=5 height…

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A: We have to find out

Q: Use the tables to find the inverse transforms of the following functions. (i) (i) 홈

A:

Q: f an object’s position, in yards, after t minutes, is given by s(t)= 850-80t-2t^2+3t^3, find the…

A: The expression for the acceleration is:

Q: 2 3 4/56 7 8 10

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A: Given,          The function is in the form of y=kxp.

Q: If m/n=n^2-3, then m+3=?

A: Given:-  If mn=n2—3 To Find:- m+3

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A: The objective of the question is to determine if the given function is entire. An entire function,…

Q: Find the inverse. y = 1 +4 O y = a? – 8x – 16 O 1 = y + 8y – 16 O y = 1 – 8x + 16 O * = ? – 8y + 16…

A:

Q: express     n-1 Σ((k^2)/n) k=1   in closed form.

A: The given question is related with closed form of finite sum. Given that,…

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Q: Put the function P=10(3.6)^t in the form P_0e^(kt). When written in this form, you have: k = ? P_0…

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Q: [5 8 If A = 0 1 1 find A-1. [4 3 -1]

A:

Q: Find the harmonic conjugate of the harmonic function u = 5ху - 4х + Зу

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Q: If y=(X+3)(X-5)^7 then find y`

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Q: Use the tables to find the inverse transforms of the following functions. (1) – (ii) 금

A:

Q: 1+e* 1)y 1-e*

A: To find the inverse of the function.

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Q: V Determine whether the following functions are harmonic or not. 1. 3xy+ 5xy2- 2y3 2. 3xy+ 2x-…

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Q: For f dw ,w = w-wa O w = u^(1/3) O w = u^3 %3D O w = u^(2/3) w = u O O

A: The formulas used are 1.∫dxax+b=1aln(ax+b)+c2.ddxxn=nxn-1

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A:

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A:

Q: State the properties of the Bassel function.

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Q: Determine which of the following functions are valid PSDS (i) w + 302 + 3 (ii) exp[- (@ – 1)²]

A:

Q: Find A-1

A: We get the co-factor matrix as cof(A)= -104-137-110-52-11 Now adj(A)= -107-54-12-1310-11