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Numerade Educator

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Problem 53 Medium Difficulty

Evaluate the integral and interpret it as a difference of areas. Illustrate with a sketch.

$ \displaystyle \int^2_{-1} x^3 \,dx $

Answer

3.75

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Video Transcript

Okay. We know the intro from negative 1 to 2 of X cube De axe is X to the fourth divide by four. From negative one too. Plug in. This is the area over here of this region in this the area of this region and we know is we saw our solution is 15 over four.