in some south asian weddings, the groom travels to the wedding on a white horse in a procession called a…

in some south asian weddings, the groom travels to the wedding on a white horse in a procession called a baraat. a farm charges $1,000 to rent a horse for a baraat, which includes transporting the horse up to 15 miles to the wedding. a $2.50 fee applies for each mile beyond the first 15. an employee represents the situation with the function $c(m)=1,000 + 2.50m$ and determines that the total cost to rent a horse for a wedding 25 miles away is $1,062.50. is the employee correct? use the drop - down menus to explain.

in some south asian weddings, the groom travels to the wedding on a white horse in a procession called a baraat. a farm charges $1,000 to rent a horse for a baraat, which includes transporting the horse up to 15 miles to the wedding. a $2.50 fee applies for each mile beyond the first 15. an employee represents the situation with the function $c(m)=1,000 + 2.50m$ and determines that the total cost to rent a horse for a wedding 25 miles away is $1,062.50. is the employee correct? use the drop - down menus to explain.

Answer

Explanation:

Step1: Determine extra - miles

The wedding is 25 miles away and the first 15 miles are included in the base - price. So the number of extra miles $m=25 - 15=10$ miles.

Step2: Calculate total cost

The cost function is $C(m)=1000 + 2.50m$. Substitute $m = 10$ into the function: $C(10)=1000+2.50\times10=1000 + 25=1025$.

Answer:

No, the employee is incorrect. The correct total cost is $1025.