Answer: Let's assume that Laila and Jasmine work "x" hours each. Laila charges $8 an hour plus a $20 food fee, so her earnings can be expressed as:
8x + 20
Jasmine charges $6 an hour plus a $35 food fee, so her earnings can be expressed as:
6x + 35
To find the number of hours they must work to make the same amount, we can set their earnings equal to each other and solve for "x":
8x + 20 = 6x + 35
2x = 15
x = 7.5
So, they must work 7.5 hours each to make the same amount.
To find out how much they would make, we can substitute this value of "x" into either equation. Let's use Laila's equation:
8(7.5) + 20 = 60 + 20 = $80
So, Laila would make $80 if she worked for 7.5 hours. To find out how much Jasmine would make, we can substitute the same value of "x" into her equation:
6(7.5) + 35 = 45 + 35 = $80
So, Jasmine would also make $80 if she worked for 7.5 hours.
Explanation: