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Express the product as a difference and then you can integrate each term. The Net Change Theorem. The integral of a rate of change is the net change in.
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Consider y = 4 and y = x^2 from x = 0 to x = 2. What if we elect to use horizontal slices...
Find the total distance traveled by the particle in the first 4 seconds. The velocity of a particle, in cm/sec, moving along a straight path is given by The velocity is not always above the axis so we must figure out where it drops below. Change the sign so that the negative area turns positive. To account for all distance, we are really thinking about integrating using the absolute value of the velocity function. We have to take a look at the function and force the sign changes.