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Write the inequality, “The captain can fly a maximum of 100 hours a month and he has already flown 52 hours.” Write an inequality to represent this situation and solve the number of hours to satisfy the given problem and graph the solution.

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Answer:


0\leq t\leq 48 .

Explanation:

The given statement is “The captain can fly a maximum of 100 hours a month and he has already flown 52 hours.”

Let t be the remaining hours in which the captain can fly.

Total hours = (t + 52) hours

Captain can fly a maximum of 100 hours a month. So,


t+52\leq 100

Subtract 52 from both sides.


t\leq 100-52


t\leq 48

Time can not be negative. So,


0\leq t\leq 48

It means, captain can fly further 0 to 48 hours.

The graph of this inequality is shown below.

Write the inequality, “The captain can fly a maximum of 100 hours a month and he has-example-1
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