Exam 14: Definite Integrals: Techniques of Integration

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Evaluate the integral Evaluate the integral   . ​ . ​

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Find the area of the region enclosed by Find the area of the region enclosed by   and   . ​​ and Find the area of the region enclosed by   and   . ​​ . ​​

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Use an integral formula to evaluate Use an integral formula to evaluate   . ​ . ​

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The presence of phosphates in certain waste products dumped into a lake promotes the growth of algae. Rampant growth of algae affects the oxygen supply in the water, so an environmental group wishes to estimate the area of algae growth. Group members measure across the algae growth (see the Figure) and obtain the following data (in feet). The presence of phosphates in certain waste products dumped into a lake promotes the growth of algae. Rampant growth of algae affects the oxygen supply in the water, so an environmental group wishes to estimate the area of algae growth. Group members measure across the algae growth (see the Figure) and obtain the following data (in feet).   Use Simpson's Rule to approximate the area of the algae growth and round your answer to the nearest square foot.   ​ Use Simpson's Rule to approximate the area of the algae growth and round your answer to the nearest square foot. The presence of phosphates in certain waste products dumped into a lake promotes the growth of algae. Rampant growth of algae affects the oxygen supply in the water, so an environmental group wishes to estimate the area of algae growth. Group members measure across the algae growth (see the Figure) and obtain the following data (in feet).   Use Simpson's Rule to approximate the area of the algae growth and round your answer to the nearest square foot.   ​

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If the demand function for a product is If the demand function for a product is   and the supply function is   where p is in millions of dollars and x is the number of thousands of units. Find the consumer's surplus. Round your answer to the nearest million dollars. ​​ and the supply function is If the demand function for a product is   and the supply function is   where p is in millions of dollars and x is the number of thousands of units. Find the consumer's surplus. Round your answer to the nearest million dollars. ​​ where p is in millions of dollars and x is the number of thousands of units. Find the consumer's surplus. Round your answer to the nearest million dollars. ​​

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