A company makes pens. They sell each pen for $$ 10$ .
Their revenue is represented by $R = 10 x$ .
The cost to make the pens is $$ 2$ each with a one time start up cost of $$ 6500$ .
Their cost is represented by $C = 2 x + 6500$ .
a) Find the profit, $P, (P = R - C)$ when the company sells 1000 pens.
$- 1500$
10000
1500
$- 10000$
16500

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$1500$ is the profit when the company sells 1000 pens.

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Step 1 ：The revenue of the company when selling 1000 pens is calculated by multiplying the selling price of each pen ($10) by the number of pens sold (1000). So, $R = 10 \times 1000 = 10000$ .

Step 2 ：The cost of producing 1000 pens is calculated by multiplying the cost of producing each pen ($2) by the number of pens produced (1000) and adding the one-time start-up cost ($6500). So, $C = 2 \times 1000 + 6500 = 8500$ .

Step 3 ：The profit is calculated by subtracting the cost from the revenue. So, $P = R - C = 10000 - 8500 = 1500$ .

Step 4 ： $1500$ is the profit when the company sells 1000 pens.

A company makes pens. They sell each pen for $10.Their revenue is represented by R=10x.The cost to make the pens is $2 each with a one time start up cost of $6500.Their cost is represented by C=2x+6500.a) Find the profit, P,(P=R−C) when the company sells 1000 pens.−1500100001500−1000016500

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