Answer: The revenue can be $405 or it can be larger than this value.
In short, the revenue must be at least $405.
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Explanation:
Let R be the possible revenue. We want the profit to be at least $250, so we want the profit to be 250 or more
Recall that profit is equal to revenue minus expenses, so
Profit = Revenue - Expenses
Profit = R - 155
The expression R - 155 represents the profit (R is just a placeholder for a number). We want R - 155 to be 250 or larger, so,
[tex]R - 155 \ge 250[/tex]
[tex]R - 155 \ge 250[/tex]
[tex]R - 155+155 \ge 250+155[/tex] add 155 to both sides
[tex]R \ge 405[/tex]
As long as the revenue is $405 or higher, then the profit will be at least $250