Respuesta :
1. Multiply the hourly rate by the number of hours worked ( 22.5h) add that to the flat fee ( 22.5h +35) and that needs to be equal to or greater than what he expects to make:
A. 22.5h + 35 ≥ 215 , with a solution of h ≥ 8
2. Same method as number 1:
C. $3 + 1.80m ≤ $25
3. Each fraction would need 1 negative sign and have the same numerator and denominator, so the answer would be B.6/-7
The inequality can be used to determine the number of hours, h, that the technician will work on his next job is 22.5h + 35 ≥ 215 , with a solution of h ≥ 8
1.
flat fee = $35
hourly rate = $22.50
Total earnings = atleast $215
number of hours = h
The inequality:
35 + 22.50h ≥ 215
22.50h ≥ 215 - 35
22.50h ≥ 180
h ≥ 180 / 22.50
h ≥ 8
2.
flat fee = $3
cost per mile = $1.80
Total amount = atleast $25
number of miles = m
The inequality:
3 + 1.80m ≥ 25
1.80m ≥ 25 - 3
1.80m ≥ 22
m ≥ 22/1.80
m ≥ 12.2
A. $3 + 1.80m ≥ $25
3.
-6 over 7
= -6/7
Therefore, the equivalent value to -6/7 is 6/-7
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