Carcass wrote:
Company X sold 300 products this year. It sold twice as many of Product A as it did of Product C, and half of the products sold were Product B. Company X sold no products other than A, B, and C.
Quantity A |
Quantity B |
The number of Product A sold |
100 |
Given: Company X sold
300 products this year
Company X sold TWICE as many of Product A as it did of Product CLet
C = the number of units of Product C sold.
So,
2C = the number of units of Product A sold.
Half of the products sold were Product BHalf of
300 = 150
So,
150 units of Product were sold
Now that we've accounted for all three products we can write:
C +
2C +
150 =
300Simplify: 3C + 150 = 300
Subtract 150 from both sides of the equation: 3C = 150
Solve: C = 150/3 = 50
We already know that
2C = the number of units of Product A sold
So, 2(50) = 100 = the number of units of Product A sold
We have:
Quantity A: 100
Quantity B: 100
Answer:C