select the correct answer.\nthe value of a car depreciates every 2 years. the value of the car after t years…

select the correct answer.\nthe value of a car depreciates every 2 years. the value of the car after t years is given by this function: $f(t)=25,250(0.87)^{\frac{t}{2}}$\nwhich best describes the coefficient, 25,250?\na. the initial value of the car\nb. the decrease in the value of the car every two years\nc. the number of times the value of the car depreciated from the original value\nd. the rate at which the value of the car is decreasing

select the correct answer.\nthe value of a car depreciates every 2 years. the value of the car after t years is given by this function: $f(t)=25,250(0.87)^{\frac{t}{2}}$\nwhich best describes the coefficient, 25,250?\na. the initial value of the car\nb. the decrease in the value of the car every two years\nc. the number of times the value of the car depreciated from the original value\nd. the rate at which the value of the car is decreasing

Answer

Brief Explanations:

In an exponential - decay function of the form $y = a(b)^x$, where $a$ is the initial value and $b$ is the decay factor. In the function $f(t)=25250(0.87)^{\frac{t}{2}}$, when $t = 0$, $f(0)=25250(0.87)^0=25250$. So, 25250 is the initial value of the car.

Answer:

A. the initial value of the car