A student has started a lawn care business. He charges $15 per hour to mow lawns and $20 per hour for gardening. Because he is still in school, he is only allowed to work for at most 20 hours per week. His goal is to make at least $300 per week.

.Create a system if equations or inequalities that models the situation. Define the variables you use.

He could mow laws for 20 hours equaling in exactly $300 dollars. He could work He could work on garden beds for 15 hours to equal $300 dollars. He could work on garden beds for 15 hours and then work on lawns for 5 hours equaling $375. Those are just three ways that came to mind, hope it helped :D

15x20 = 300

20x15=300

20x15 + 15x5 = 375

Answer Link

psm22415 psm22415 · Answer 2 · 2021-11-20T07:36:12+01:00

There are three ways to earn $300 to $375 .

Given ;

charges for mow lawns is = $15per hour

charges for gardening is = $20 per hour

He allowed to work at most 20 hours per week .

Now we to create the equation for the given condition.

( He works only in mows laws for 20hours per weak ) . ( total earning from mows lawn per hour) .

= (20).(15)

= 300

If he works only in mows laws for 20 hours per weak he earn $300.

If he work only for 15 hours per weak in the gardening he earn $20per hour.

He can earn = (15).(20)= 300

He work only for 15 hours in the gardening he earns $300.

If he works in mows laws for 15 hours per weak and + work in gardening for for 5 hours.

(15).(20) + (5).(15)

300+75= 375.

If work in mows laws as we as in gardening he earn more than $300.

These are the following ways he can earn $300 to $375.

For more information about system of equation click the link given below .

https://brainly.com/question/19549073