A bathtub that initially holds 50 gallons of water starts
Chapter 2, Problem 6(choose chapter or problem)
A bathtub that initially holds 50 gallons of water starts draining at 10 gallons per minute. a. Construct a function W(t) for the volume of water (in gallons) in the tub after t minutes. b. Graph the function and label the axes. Evaluate W(0) and W(5) and describe what they represent in this context. c. How would the original function and its graph change if the initial volume were 60 gallons? Call the new function U(t). d. How would the original function and graph change if the drain rate were 12 gallons per minute? Call the new function V(t). e. Add the graphs of U(t) and V(t) to the original graph of W(t)
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