Write exponential function to determine value of car
A car is sold for $16,000. After one year, the value of the car is $12,000. Write an exponential function y to determine the value of the car after x years if the rate of decrease is the same each year.
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Find the change in the number of gallons in the tub when the draining time changes from 2 minutes to 6 minutes. How many gallons of water were in the tub before the tub began to drain?
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Find the inverse of the model. And Use the inverse to determine the number of greeting cards produced when the company's cost to produce the cards was $1665.00.
A can of diced tomatoes is the same height, but its diameter is 6 cm greater. What is the volume of the can of tomatoes?
Write an exponential function y to determine the value of the car after x years if the rate of decrease is the same each year.
A population of bacteria doubles in size every 15 minutes. Write an expression using exponents to represent the number of bacteria after 2 hours if the starting population is p.
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The deflection y of a beam at a horizontal distance x from one end is given by the equation below, where L is the length of the beam and k is constant. For what values of x is deflection zero? \(y=k(x^4-4Lx^3+3L^3x)\)
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