answer:
To determine when the total cost at Store A is less than the cost at Store B, we need to compare the two situations based on the number of days of rental.
Let's break down the costs for each store:
Store A:
- Daily cost: $9.00
- Fitting fee: $4.00
Store B:
- Daily cost: $14.00
To find the total cost at each store, we multiply the daily cost by the number of days of rental.
Let's represent the number of days of rental as "d."
Total cost at Store A: $9.00 * d + $4.00
Total cost at Store B: $14.00 * d
To express the inequality where the total cost at Store A is less than the cost at Store B, we can write:
$9.00 * d + $4.00 < $14.00 * d
Simplifying the inequality:
$9.00d + $4.00 < $14.00d
Therefore, the inequality that represents the situation when the total cost at Store A is less than the cost at Store B is:
$4.00 < $5.00d
Please note that the inequality is flexible and can be further simplified or rearranged, but this format accurately represents the situation.
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