Find the most general antiderivative of the function f ( x ) 8 ex 7 sec 2 ( x ) Step 1 We know that if F and G are antiderivatives of f and g , respectively, then F G is an antiderivative of f g So , let 's consider each piece of f ( x ) 8 ex 7 sec 2 ( x ) First let 's consider the second piece Since sec 2 ( x ) is the derivative of , then the antiderivative of sec 2 ( x ) is C

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Find the most general antiderivative of the function  f ( x )   8 ex   7 sec 2 ( x ) Step 1 We know that if F and G are antiderivatives of f and g , respectively, then F   G is an antiderivative of f   g   So , let 's consider each piece of f ( x )   8 ex   7 sec 2 ( x )   First let 's consider the second piece  Since sec 2 ( x ) is the derivative of , then the antiderivative of sec 2 ( x ) is   C

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Find the most general antiderivative of the function. f ( x ) = 8 ex + 7 sec 2 ( x ) Step 1 We

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