(1) Consider a change in the mean of a process via the function m, where BB m = a+ wB 1-B'1-8B (a) What is mT? (b) What is mr+1? (c) What is mT+k for k 2 2? (d) What happens to mr+k as k oo?

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A: The given functions are pn=4n2+4n-6,qn=n2-5n+8.

Q: R E Given: m BE = 36 тве Y L LEYL is a right angle M LEYR = 77

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Q: (15) If X-exp(1), then (a) 2X-exp(2) (c) 2x~exp (¹) O a O b O C Od (b) 2X-X² (2) (d) 2X-G(2,1) is

A: Given that X~exp(1) then  We have to find 2X follows which distribution:

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A: Solution: Input : n ≥ 1 Output : f(n) = 3.(f(n-1))2 + 2.f(n-2)  [Known information:      f(0) = f(1)…

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A: Solution: From the given information,

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A: (a) 2x2y3z43 Simplify as, 21×3x2×3y3×3z4×3=23x6y9z12=8x6y9z12

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Q: Ex: 5 R T Ex: 5 R (ED) -¯¯ T (ED Т 4 -2x1x₂x3 x1 + 2x3 Ex: 5 Ex: 5

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A: We have to find the inverse Laplace transform. 1. L-1s2+9s+2s+3s-12 2. L-1s+1s-1s2

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A: Here we have,

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A: Here, f(n) = 0.0007 n^2 + 1000 n + 5

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A: We have to find the value of X^n

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A: Topic:- derivatives

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