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Math210 calculus 9. A storage tank is partially filled with 100 liters of water. Water begins to flow into the tank at the rate of

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Math210 calculus

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9. A storage tank is partially filled with 100 liters of water. Water begins to flow into the tank at the rate of (t) liters per minute. Clearly explain the meaning of the statement below using the context of this problem situation. Remember to use the proper values and units in your explanation: So f (t ) dt = 1800 10. Find - if we know that: xe + y = sin(In(y)) -x Note: you may use technology to do basic computations, create tables or graphs, and or check your results. Technology may not be used to do Calculus operations 11. Approximate the value of J, ev* dx by using 2 rectangles (calculate a Riemann Sum using n = 2). Round decimals to two places (hundredths place). Note: you may use technology to do basic computations, create tables or graphs, and or check your results. Technology may not be used to do Calculus operations 12. If f'(x) = 30x* - 25 and f (2) = 1 then find the equation for f (x) Note: you may use technology to do basic computations, create tables or graphs, and/or check your results. Technology may not be used to do Calculus operations

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