A moving company charges a flat rate of $75 plus and additional $0.19 per mile driven. Which inequality correctly represents how
far the company must drive to earn at least $100? Round to the nearest mile.
2 answers:
X = number of miles driven
Since <span>$0.19 per mile driven is added, that's + 0.19x
Flat rate of $75 initially, 75 + 0.19x
The inequality is at least $100 which means $100 or more.
</span><span>75 + 0.19x < 100
</span>0.19x < 25
x < 131.58
x < 132
The driver needs to drive 132 miles to earn at least $100
For this case, the first thing we must do is define a variable.
We have then:
x: number of miles.
By the time the company earns at least $ 100 we have the following inequality:

From here, we clear the value of x.
We have then:




Answer:
the company must drive to earn at least $ 100 more than or equal to 132 miles
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