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Chapter 6: Q. 29 (page 556)
The hydrostatic force exerted by water on one of the sides of a small cubical tank that is 4 feet to a side.
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How does a slope field help us to understand the solutions of a differential equation? How can a slope field help us sketch an approximate solution to an initial-value problem?
Sketching disks ,washers and shells : sketch the three disks , washers , shells that result from revolving the rectangles shown in the figure around the given lines
y axis .
Consider the region between the graph of and the x-axis on [2, 5]. For each line of rotation given in Exercises 35鈥�40, use definite integrals to find the volume of the resulting
solid.
Explain in your own words how the slopes of the line segments in a slope field for a differential equation are related to the differential equation.
Use antidifferentiation and/or separation of variables to solve each of the initial-value problems in Exercises 29鈥�52
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