Seja f (x ) = xln(x ) + x ( ln(x ) )^2 . Determine a integral indefinida de f (x ) .
∫ f (x ) dx = (xln(x ) )^2 / 2 + c
∫ f (x ) dx = ( ln(x ) )^2...
Seja f (x ) = xln(x ) + x ( ln(x ) )^2 . Determine a integral indefinida de f (x ) . ∫ f (x ) dx = (xln(x ) )^2 / 2 + c ∫ f (x ) dx = ( ln(x ) )^2+ 3ln(x ) + 1+ c ∫ f (x ) dx = ln(x ) + 1 / x + c ∫ f (x ) dx = 1 / 4 x^3log(x ) ( 2log(x ) − 1) + c ∫ f (x ) dx = x^2( 2log(x ) − 1) / 4 + c a. b. c. d. e.
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