Please help this on is hard
1 answer:
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Given that the revenue equation is 
and the cost equation is 
Part A:
At break-even the cost is equal to the revenue.
Thus, the algebraic equation needed to determine when the company will break even is given by
Part B:
The solution to part A is given as follows:
Part C:
<span>The algebraic inequality needed to indicate that the revenue is greater than the cost is given by
Part D:
</span>The solution to part C is given as follows:
Part E:
The answer in part D tells us that the the company will make a profit when the produce more than 5000 cards.
Part A:
At break-even the cost is equal to the revenue.
Thus, the algebraic equation needed to determine when the company will break even is given by
Part B:
The solution to part A is given as follows:
Part C:
<span>The algebraic inequality needed to indicate that the revenue is greater than the cost is given by
Part D:
</span>The solution to part C is given as follows:
Part E:
The answer in part D tells us that the the company will make a profit when the produce more than 5000 cards.