Jim needs to rent a car. a rental company charges $21.00 per day to rent a car and $0.10 driven. for every mile . he will travel 250 miles. he has $115.00 to spend. write an inequality that can be used to determine d, the maximum number of days that jim can re ays that jim can rent a car

21d +25 ≤ 115

Step-by-step explanation:

Jim's cost will be ...

... 21.00·d + 0.10·250 = 21d +25

He wants his cost not to exceed his budget, so ...

... 21d +25 ≤ 115

The solution is ...

... 21d ≤ 90 . . . . subtract 25

... d ≤ 90/21 ≈ 4.3

so Jim can rent the car a maximum of 4 days.

The inequality that can be used to express this scenario is

115 ≤  21*d+ 25

Given data

Charges = $21 per day

Cost per driven distance = $0.10

Distance he will travel = 250 miles

Amount her has to spend = $115

Let the maximum number of days Jim can rent a car with $115 be "m"

Hence

Total amount = 21*d+ 0.1*250

Substituting and Simplifying we have

115 ≤  21*d+ 25

Learn more about inequality here:

link

i'm pretty sure it's 477,585,296, but perhaps my math is incorrect.

idk

step-by-step explanation:

use that smart brain