Answer :
Sure, let's solve the problem step-by-step.
1. Determine the total rental cost for 2 days:
- The car rental cost is [tex]$24.95 per day. - For 2 days, the cost is calculated as: \[ \text{Total rental cost} = 24.95 \times 2 = 49.90 \] 2. Calculate the remaining budget after paying for the rental: - The initial budget is $[/tex]250.
- Subtract the total rental cost from the budget to find the remaining amount:
[tex]\[ \text{Remaining budget} = 250 - 49.90 = 200.10 \][/tex]
3. Determine the cost per mile:
- The cost per mile driven is [tex]$0.26. 4. Calculate the number of whole miles that can be driven within the remaining budget: - Divide the remaining budget by the cost per mile: \[ \text{Number of miles} = \frac{200.10}{0.26} \approx 769.615 \] - Since we need the number of whole miles Greg can drive, we take the integer part of the result: \[ \text{Whole miles} = 769 \] Therefore, Greg can drive 769 whole miles on a $[/tex]250 budget after renting the car for 2 days.
1. Determine the total rental cost for 2 days:
- The car rental cost is [tex]$24.95 per day. - For 2 days, the cost is calculated as: \[ \text{Total rental cost} = 24.95 \times 2 = 49.90 \] 2. Calculate the remaining budget after paying for the rental: - The initial budget is $[/tex]250.
- Subtract the total rental cost from the budget to find the remaining amount:
[tex]\[ \text{Remaining budget} = 250 - 49.90 = 200.10 \][/tex]
3. Determine the cost per mile:
- The cost per mile driven is [tex]$0.26. 4. Calculate the number of whole miles that can be driven within the remaining budget: - Divide the remaining budget by the cost per mile: \[ \text{Number of miles} = \frac{200.10}{0.26} \approx 769.615 \] - Since we need the number of whole miles Greg can drive, we take the integer part of the result: \[ \text{Whole miles} = 769 \] Therefore, Greg can drive 769 whole miles on a $[/tex]250 budget after renting the car for 2 days.
