Questions from General Calculus

Q: Differentiate. y = ln[(x + 1)(2x

Differentiate. y = ln[(x + 1)(2x + 1)(3x + 1)]

Q: Differentiate the function using one or more of the differentiation rules discussed

Differentiate the function using one or more of the differentiation rules discussed thus far. y = (x4 + x2)10

Q: Differentiate. y = ln[(1 + x)2

Differentiate. y = ln[(1 + x)2(2 + x)3(3 + x)4]

Q: Differentiate. y = ln[e2x(x3 + 1

Differentiate. y = ln[e2x(x3 + 1)(x4 + 5x)]

Q: If f (x) and g (x) are differentiable

If f (x) and g (x) are differentiable functions such that f (2) = f ‘(2) = 3, g (2) = 3, and g’(2) = 1/3, compute the derivative: d/dx [f (x)/g (x)] |x=2

Q: Differentiate. /

Differentiate.

Q: Differentiate. y = ln (x + 1) /

Differentiate. y = ln (x + 1) / (x – 1)

Q: Differentiate. y = ln (x + 1)4

Differentiate. y = ln (x + 1)4 / ex-1

Q: Differentiate. y = ln [(x + 1)4

Differentiate. y = ln [(x + 1)4(x3 + 2)] / (x – 1)

Q: Differentiate. y = ln(3x + 1) ln

Differentiate. y = ln(3x + 1) ln(5x + 1)