d)
Using your answer from x ≤ 714
and your equation from T = 50(10) = 500, what is the most money you can hope to earn from your business?
To find the most money that can be earned from the business, we need to multiply the maximum number of items that can be sold (714) by the price per item (10).
Therefore, the most money that can be earned from the business is 714 * 10 = $7140.
To find the most money you can hope to earn from your business, we need to use the equation T = 50x, where x represents the number of units sold.
You mentioned in your previous question that x ≤ 714, so we need to find the maximum value of x within this range.
First, let's substitute x = 714 into our equation:
T = 50(714) = 35,700
Therefore, the most money you can hope to earn from your business is $35,700.
To determine the most money you can hope to earn from your business, we need to combine the given information:
1. The answer from x ≤ 714: This implies that the value of x cannot exceed 714.
2. The equation from T = 50(10) = 500: This equation shows that T (presumably representing the revenue or income in this context) is given by multiplying 50 by 10, resulting in T = 500.
To find the "most" money you can hope to earn, we need to understand the relationship between x and T. Unfortunately, the given information does not provide any explicit relationship between these variables.
Without additional information or a specific relationship between x and T, we cannot determine the exact value for the most money you can hope to earn.