If f(x) = ex, then f(x) dx = ex

let x = y

therefore x - y = 0

also 2x - 2y = 0

2x - 2y = x - y

divide both sides by (x-y)

1 = 2

therefore x - y = 0

also 2x - 2y = 0

2x - 2y = x - y

divide both sides by (x-y)

1 = 2

If f(x) = sin cx, then f(x) dx = (-cos cx)/c.

If f(x) = cos cx, then f(x) dx= (sin cx)/c..

If f(x) = cos cx, then f(x) dx= (sin cx)/c..

let x = y

therefore x - y = 0

also 2x - 2y = 0

2x - 2y = x - y

divide both sides by (x-y)

1 = 2

therefore x - y = 0

also 2x - 2y = 0

2x - 2y = x - y

divide both sides by (x-y)

1 = 2

If f(x) = cos cx, then f(x) dx= (sin cx)/c.

If f(x) = sin cx, then f(x) dx = (-cos cx)/c.

If f(x) = cx^n, then f(x) dx = cx^n+1/(n+1).

If f(x) = x^n, then f(x) dx = x^n+1/(n+1).

If f(x) = cos cx, then f(x) dx= (sin cx)/c..

If f(x) = cos cx, then f(x) dx= (sin cx)/c..

let x = y

therefore x - y = 0

also 2x - 2y = 0

2x - 2y = x - y

divide both sides by (x-y)

1 = 2

therefore x - y = 0

also 2x - 2y = 0

2x - 2y = x - y

divide both sides by (x-y)

1 = 2

If f(x) = cos x, then f(x) dx = sin x.

If f(x) = sin cx, then f(x) dx = (-cos cx)/c.

If f(x) = cos cx, then f(x) dx= (sin cx)/c..

If f(x) = cos cx, then f(x) dx= (sin cx)/c..

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If f(x) = ex, then f(x) dx = ex

If f(x) = sin cx, then f(x) dx = (-cos cx)/c.

If f(x) = e^x, then f(x) dx = e^x.

If f(x) = x^n, then f(x) dx = x^n+1/(n+1).

If f(x) = ex, then f(x) dx = ex

If f(x) = x^n, then f(x) dx = x^n+1/(n+1).

If f(x) = x^n, then f(x) dx = x^n+1/(n+1).

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