A. Find the inverse Laplace transform of the following transfer functions. 2s²-9s-35 2. (s+1)(s-2)(s + 3)

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A: Given, X = -i + 3j  and Y = 4i -2j + 2k

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Q: let to be anonempty subset of abounded set E-Show that infESinf to Ssup E ssup E

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Q: (5) Suppose that A = {(x, y) = R²|x² + y² = 0 or 1 < x² + y² ≤ 4}, then (1, 1) is ( (B) accumulation…

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A: We will use trigonometry to find component of F along x and y axis .

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Q: l₁ ol' l₁ 4 ve AX+BY = K₁ CX + DY = K₂ and find the 2 >

A: Given matrices A , B , C and D. Matrix K1 and K2 are also given.

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Q: By using convolution theorem for Laplace transform, prove that 1 L-1 + x}={erf (2√x) PVp +4

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