question\ncooper is working two summer jobs, making $15 per hour lifeguarding and $10 per hour washing cars…

question\ncooper is working two summer jobs, making $15 per hour lifeguarding and $10 per hour washing cars. cooper must earn a minimum of $110 this week. write an inequality that would represent the possible values for the number of hours lifeguarding, l, and the number of hours washing cars, w, that cooper can work in a given week.\nanswer attempt 1 out of 2

question\ncooper is working two summer jobs, making $15 per hour lifeguarding and $10 per hour washing cars. cooper must earn a minimum of $110 this week. write an inequality that would represent the possible values for the number of hours lifeguarding, l, and the number of hours washing cars, w, that cooper can work in a given week.\nanswer attempt 1 out of 2

Answer

Explanation:

Step1: Calculate earnings from lifeguarding

Cooper earns $15 per hour lifeguarding for ( l ) hours, so earnings are ( 15l ).

Step2: Calculate earnings from car washing

Cooper earns $10 per hour washing cars for ( w ) hours, so earnings are ( 10w ).

Step3: Total earnings and minimum requirement

Total earnings are ( 15l + 10w ), and this must be at least $110 (minimum). So the inequality is ( 15l + 10w \geq 110 ).

Answer:

( 15l + 10w \geq 110 )