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Find Laplace transform F(p) for function (show all work)
f(t)=sin[(a+ib)t]
let S be a non-empty bounded set in real numbers a) let a>0 , and let aS:={as; s belongs to S} prove that inf(aS)=a inf S, sup(aS)= a sup S
prove by mathematical induction that 2 times 34^n - 3 times 23^n + 1 is divisible by 726 for all positive integers n.
You want to arrange 18 blocks into a rectangular shape. What are all the ways this can be done? (outline the rectangles to illustrate.) Also, What mathematical concept does the first part illustrate?
polynomial f(x)= x4-2x3+3x2-ax+b when divided by (x-1) and (x+1) leaves reminder 5 and 19.Find the values of A and B and the reminder when f(x) is divided by (x-2)
Dear expert give an example of direct and inverse variation in real world.
Find the derivatives of each of the following, showing the working and simplifying.
y = y(x), where x3 sin y + cos(2x + 5y) = 1
Dear Expert sir please give me example of constant in the real world?
Find an approximation to f''(x) using f(x), f(x+h), and f(x+3h).
Prove if c is in the Real Numbers, osc (cf,S) = |c|(osc(f,S)).
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