Given a function, Based on the function, 4s+3 s² +6s+25 a) Determine f(t). b) Based on solution f(t) obtained in (a), by using appropriate property show that you can obtain the same F(s) as in the question. F(s) =

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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√3-4i) + (-√3+51).

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