Solve the problem.Let y(t) be the population of a species of plant that is being harvested, for t ≥ 0. Consider the harvesting model where h is the annual harvesting rate, y0 is the initial population of the species, and t is measured in years. If y0 = 1000, what harvesting rate should be used to maintain a constant population of y = 1000, for t ≥ 0?

Determine if the given function y is a solution of the differential equation that follows it. Assume that C is an arbitrary constant.y = C1e-x – C2ex; y”(x) – y = 0

Solve the problem.Use Newton’s Law of Cooling to find the temperature in the following case. A loaf of bread is removed from an oven at and cooled in a room whose temperature is . If the bread cools to in 20 minutes, how much longer will it take the bread to cool to

Solve the initial value problem.y'(t) + 9y = 3, y(0) = 1

Find the general solution of the equation.y'(t) + 2y = 21

Long-Term Assets are assets that produce tangible benefits for more than one year​.

A company’s net income is calculated as: 

Which of the following is NOT an asset? 

A company’s Equity is calculated as:

Accounts payable are the amounts owed to supplier’s purchases made on credit and are long-term liabilities.