Michael J. answered 02/05/15
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Mastery of Limits, Derivatives, and Integration Techniques
Use the difference quotient:
Find the limit of [f(x+h)-f(x)]/h as h approaches 0. This will give you first derivative.
Find the limit of [f '(x+h)-f '(x)]/h as h approaches 0. This will give you the second derivative.
Lucy K.
Please help!! :(
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02/05/15
Michael J.
For first derivative:
limit of [2(x+h)3+3(x+h)-5-(2x3+3x-5)]/h as x approaches 0.
For second derivative:
repeat the formula by plugging in the first derivative.
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02/05/15
Michael J.
Suppose we do not use the formula and just use the derivative rules:
Power Rule
f'(x) = 6x2+3
f"(x) = 12x
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02/05/15
Lucy K.
02/05/15