Respuesta :
The correct answer is 80 cable packages.
The following equation will solve this problem, where x equals the number of cable packages.
14,000 + 100x = 20,000 + 25x
First, subtract 25x from both sides:
14,000 + 75x = 20,000
Next, subtract 14,000 from both sides;
75x = 6,000
Finally, divide both sides by 75.
X = 80
Therefore, the answer is 80 cable packages.
Answer:
He would have to sell 80 packages to make the total pay the same.
Explanation:
You will have to write the equation with the information given:
14,000+100x=20,000+25x
Then, you have to solve the equation for x that is the number of cable packages:
100x-25x=20,000-14,000
75x=6,000
x=6,000/75
x= 80