Question: 1. Illustrate how integration can be defined as an Inverse Process of Differentiation. Depict the concept of the Fundamental Theorem of Calculus with examples.

1. Illustrate how integration can be defined as an Inverse Process of

1. Illustrate how integration can be defined as an Inverse Process of Differentiation. Depict the concept of the Fundamental Theorem of Calculus with examples. 2. 3. What is Guess-and-Check Method? Illustrate with examples. 4. Use substitution to state each of the following integrals as a multiple of (1/w)dw for some a and b. Then evaluate the integrals. X (a) dw 1+x2 Find the antiderivatives of: 5. (a) xsin(x+1) x/4 sin.x (b) J. -dw COSX (b) xsin(x +1)

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