Answer Happy

Add a new discussion topic in this forum by Wednesday (to do so, just click the "reply" button below). In your post please include the following: 1. By now, you know that the definite integral, in general, does not represent the area. o In your own words, what do you think the definite integral represent? When is it that it represents the area? o Give an example of a graph (a curve) of a function on a closed interval [a, b] whose definite integral from a to b does not represent the area between the curve and the X-axis on the interval [a, b]. What must be done to evaluate the total area bounded between the curve and the x-axis? Don't forget that you need to embed an image (Links to an external site.). of your work, not just upload it. 2. A student claims that if we know the explicit formula for the velocity function v(t) of a moving object measured in miles per hour, then we simply integrate it over the interval (0, 2) to compute the distance the object travels during the first 2 hours. Is this correct? Explain why or why not.