A car has 86,391 miles on its odometer and accumulates an average of 260 more each week. What is the function rule that represents the total number of M miles the car will have on the odometer after w weeks?
Responses
M(w)=86,391w+260
cap m times w is equal to 86 comma 391 w plus 260
M(w)=86,391w+260w
cap m times w is equal to 86 comma 391 w plus 260 w
M(w)=86,391+260w
cap m times w is equal to 86 comma 391 plus 260 w
M(w)=86,391+260
The correct function rule that represents the total number of miles the car will have on the odometer after w weeks is M(w) = 86,391 + 260w.
The correct function rule that represents the total number of miles the car will have on the odometer after w weeks is:
M(w) = 86,391 + 260w
Explanation:
To find the function rule, we need to understand the information given in the problem. The car currently has 86,391 miles on its odometer, and it accumulates an average of 260 more miles each week.
The number of miles accumulated each week can be represented by the term 260w, where w is the number of weeks.
To find the total number of miles on the odometer after w weeks, we need to add the initial number of miles (86,391) with the miles accumulated each week (260w).
Therefore, the function rule is M(w) = 86,391 + 260w.