PLEASE HELP A college student has two different jobs. Her combined work schedules consist of no more than 48 hours in one week. Which graph best represents the solution set for all possible combinations of the number of hours she worked at her first job, and y, the number of hours she worked at her
second job, in one week?
Answer
А

Only the first graph represents the given situation. The correct option is A.

Given:

To find:

The graph that represents the solution set for all possible combinations of the number of hours she worked at her first job and the number of hours she worked at her second job, in one week.

Explanation:

Let be the number of hours she worked at her first job and be the number of hours she worked at her second job, in one week.

Her combined work schedules consist of less than or equal to 48 hours in one week. So,

The number of hours cannot be negative.

The related equation is .

At ,

The y-intercept is .

At ,

The x-intercept is .

Check the inequality for .

The above statement is true. It means is included in the shaded region.

Therefore, the correct option is A.

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B

Step-by-step explanation:

everything above 48 is shaded, she has no more than 48 hours

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step-by-step explanation: