Problem 1: A large fish pond is filled from a hose at the rate of 20...
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Problem 1: A large fish pond is filled from a hose at the rate of 20 gallon/minute. At the beginning, the pond contains 400 gallons of water. Please answer the following questions: (1) Find a linear function V(t) that models the volume of the water in the pond at any time t. (2) If the pond has a capacity of 1200 gallons, how long does it take to completely fill the pond. Problem 2: If 10,000 dollars is invested at an interest rate of 3 percent per year, compounded semian- nually. a) Find the value of the investment after the following given number of years. (1) 5 years (2) 10 years b) Determine the number of years it takes for the investment principle to start to surpass 100,000 dollars Problem 1: A large fish pond is filled from a hose at the rate of 20 gallon/minute. At the beginning, the pond contains 400 gallons of water. Please answer the following questions: (1) Find a linear function V(t) that models the volume of the water in the pond at any time t. (2) If the pond has a capacity of 1200 gallons, how long does it take to completely fill the pond. Problem 2: If 10,000 dollars is invested at an interest rate of 3 percent per year, compounded semian- nually. a) Find the value of the investment after the following given number of years. (1) 5 years (2) 10 years b) Determine the number of years it takes for the investment principle to start to surpass 100,000 dollars
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