Exam 5: Integration

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Evaluate the definite integral of a function Evaluate the definite integral of a function   . Use a graphing utility to verify your results. ​ . Use a graphing utility to verify your results. ​

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Find the indefinite integral. ​ Find the indefinite integral. ​   ​

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The force F (in newtons) of a hydraulic cylinder in a press is proportional to the square of The force F (in newtons) of a hydraulic cylinder in a press is proportional to the square of   where x is the distance (in meters) that the cylinder is extended in its cycle. The domain of F is   and   . Find the average force exerted by the press over the interval   . Round your answer to the nearest whole number. where x is the distance (in meters) that the cylinder is extended in its cycle. The domain of F is The force F (in newtons) of a hydraulic cylinder in a press is proportional to the square of   where x is the distance (in meters) that the cylinder is extended in its cycle. The domain of F is   and   . Find the average force exerted by the press over the interval   . Round your answer to the nearest whole number. and The force F (in newtons) of a hydraulic cylinder in a press is proportional to the square of   where x is the distance (in meters) that the cylinder is extended in its cycle. The domain of F is   and   . Find the average force exerted by the press over the interval   . Round your answer to the nearest whole number. . Find the average force exerted by the press over the interval The force F (in newtons) of a hydraulic cylinder in a press is proportional to the square of   where x is the distance (in meters) that the cylinder is extended in its cycle. The domain of F is   and   . Find the average force exerted by the press over the interval   . Round your answer to the nearest whole number. . Round your answer to the nearest whole number.

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Evaluate the limit Evaluate the limit   first by using techniques from Chapter 1 then by using L'Hopital's Rule. ​ first by using techniques from Chapter 1 then by using L'Hopital's Rule. ​

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