Computing exponential growth word problem

The video tutorial explains exponential models using a fly growth problem. It covers compound and continuous interest formulas, sets up equations to model fly population growth, and solves them using substitution. The tutorial calculates the growth rate and initial fly count, concluding with the number of flies after five days.

Explain the difference between compound interest and continuous interest.

What formula is used to represent exponential growth in this context?

What does the variable 'A' represent in the exponential model discussed?

What is the initial number of flies after two days?

What assumptions are made about the growth of the flies in this model?

Describe the process of using substitution to solve for the variables in the equations.

How is the natural logarithm used in solving for the rate of growth?

How do you determine the rate of growth for the flies?

What is the significance of the equation 'y = A * e^(BT)' in the context of this problem?

What is the final amount of flies after five days according to the calculations?