Respuesta :
Answer: The function that modes this situation would be: y = 475(1 + .0125)^x.
This is an example of an exponential equation. These equations are always in the form y = ab^x.
The a value is the starting value. The b value is the interest rate. The x value is the number of years.
The only thing to be careful about is the rate. We are adding 1.25% or 0.125. Make sure that you are adding 1 whole to the 1.25% and don't just use 0.125.
This is an example of an exponential equation. These equations are always in the form y = ab^x.
The a value is the starting value. The b value is the interest rate. The x value is the number of years.
The only thing to be careful about is the rate. We are adding 1.25% or 0.125. Make sure that you are adding 1 whole to the 1.25% and don't just use 0.125.
The function that modes this situation is y = 475(1 + .0125)^x.
We hav given that,Alexis invests $475 in a bank account that earns 1.25% interest compounded annually.
This is an example of an exponential equation.
What is the form of an exponential equation.?
The exponential equations are always in the form
[tex]y = ab^x.[/tex]
a = The starting value.
b =The interest rate.
x =The number of years.
The only thing to be careful about is the rate.
We are adding 1.25%
1.25/100=0.125
Make sure that you are adding 1 whole to the 1.25% and don't just use 0.125.
Therefore we get,
The function that modes this situation is y = 475(1 + .0125)^x.
To learn more about the function model visit:
https://brainly.com/question/2456547