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You are selling candy bars. It cost $140 for a startup fee and $1.50 per candy bar. Your income is based on the fact that you are selling the candy bars for $4.00 each.

1. What is the profit from selling 40 candy bars? The profit is $ ........

2. What is the profit selling 100 candy bars? The profit is $ ........

3. In order to break even you must
sell ........... candy bars.

4. The minimum number of candy bars you must sell in order to start making a positive profit is ............... cardy bars .

Respuesta :

Answer:

1. What is the profit from selling 40 candy bars? The profit is 40

2. What is the profit selling 100 candy bars? The profit is -110

3. In order to break even you must

sell 56 candy bars.

4. The minimum number of candy bars you must sell in order to start making a positive profit is 55.6 candy bars .

Step-by-step explanation:

equation: 140+1.50x-4x

140: startup fee

x: (amount) of candy bars

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140 + 1.50 × 40 -  4 × 40

= 40

plug in 40 for both x's that are in the original equation. solve it out, and you get 40.

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140 + 1.50 × 100 - 4 × 100

= -110

same thing as the part above, but plugging in 100 instead.

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now to make the profit and the money you earn even, you have to find what number for x, makes the equation equal to 0.

140 + 1.50x - 4x = 0

after doing that, you solve for x

140 + 1.50x - 4x = 0

subtract 140 from each sides

1.50x - 4x = -140

now subtract 1.50 from 4

-2.5x = -140

now divide -2.5 from both sides which gives the answer:

x = 56

which means that to make it even, you need to sell 56 candy bars

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same as above, you solve for x but make the equation equal to 1

140 + 1.50x - 4x = 1

after solving, you get 55.6 candy bars