Using your answer from part B and your equation from part C, what is the
most money you can hope to earn from your business?
Part B. x ≤ 2,500,000/3
Part C. 25x - 0.60x = 24.40x
To find the most money you can hope to earn from your business, we need to substitute the maximum value of x from part B into the equation from part C.
From part B, x ≤ 2,500,000/3, we can simplify this expression further.
x ≤ 833,333.33
Substituting this value into the equation from part C, we have:
24.40x ≤ 24.40 * 833,333.33
Calculating this value, we get:
24.40 * 833,333.33 = 20,333,333.32
Therefore, the most money you can hope to earn from your business is $20,333,333.32.
To find the maximum amount of money you can hope to earn from your business, we can substitute the value of x from part B into the equation from part C.
Using the equation from part C: 25x - 0.60x = 24.40x
Substituting x ≤ 2,500,000/3: 25(2,500,000/3) - 0.60(2,500,000/3) = 24.40(2,500,000/3)
Simplifying the equation:
(25/3)(2,500,000) - (0.60/3)(2,500,000) = (24.40/3)(2,500,000)
Dividing both sides by 2,500,000:
(25/3) - (0.60/3) = (24.40/3)
Simplifying further:
8.33 - 0.20 = 8.13
Therefore, the most money you can hope to earn from your business is $8.13.
To find the most money you can hope to earn from your business, we need to substitute the equation from part C into the inequality from part B.
Given:
Part B: x ≤ 2,500,000/3
Part C: 25x - 0.60x = 24.40x
Substituting part C into part B:
24.40x ≤ 2,500,000/3
To find the most money you can hope to earn from your business, we need to solve for x. Let's take the steps to solve this inequality:
1. Multiply both sides of the equation by 3 to eliminate the fraction:
24.40x * 3 ≤ 2,500,000
73.20x ≤ 2,500,000
2. Divide both sides of the equation by 73.20 to isolate x:
(73.20x) / 73.20 ≤ 2,500,000 / 73.20
x ≤ 34,153.01
Therefore, the most money you can hope to earn from your business is $34,153.01.