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, which of the following statements is correct? 
, but it may also take on a different form, as displayed in this question. 
.
and 
), as well as acknowledges the relationship of 
, is 
.
.
and 
), suggesting the need to use chain rule. When working with multiple functions in an antiderivative, a good strategy is to think through how chain rule would apply to the derivative, then implement the opposite steps to find the antiderivative.
. Notice how chain rule plays out - the derivative of the inner function, 
, is 
. Multiplying this derivative to 
results in 
. Therefore, the correct antiderivative is 
.
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