Jaqueline has two part time jobs. She earns $15 per hour, l, working as a lab assistant, and $12 per hour, working, s, as a cashier. This is modeled 15l+12s. Evaluate for 1=5 and s=7 to find how much money Jaqueline will earn at her two jobs with week
To find how much money Jaqueline will earn with her two part-time jobs in one week, we need to substitute l = 5 and s = 7 into the expression 15l + 12s.
Substituting l = 5 and s = 7 into the expression, we get:
15(5) + 12(7)
= 75 + 84
= 159
Therefore, Jaqueline will earn $159 in one week at her two part-time jobs.
To find how much money Jaqueline will earn at her two jobs in a week, we substitute the given values into the expression 15l + 12s.
Given:
l=5 (hours worked as a lab assistant)
s=7 (hours worked as a cashier)
Substituting the values into the expression, we have:
15(5) + 12(7)
Now, we solve the expression:
= 75 + 84
Adding both values, we get:
= 159
Therefore, Jaqueline will earn $159 in a week from her two part-time jobs.
To evaluate how much money Jacqueline will earn at her two jobs in a week, we need to substitute the given values into the expression 15l + 12s.
Given:
l = 5 (hours worked as a lab assistant)
s = 7 (hours worked as a cashier)
Substituting these values into the expression, we get:
15(5) + 12(7)
First, let's evaluate 15(5):
15(5) = 75
Now, let's evaluate 12(7):
12(7) = 84
Adding these two results together:
75 + 84 = 159
Therefore, Jacqueline will earn $159 in a week from her two jobs.