Umesh’s total charge for an onsite job is: a fixed charge of $50 per job, plus an hourly charge of $80 per hour. Which one of th
e following formulas shows how Umesh’s total charge in dollars, C, relates to the number of hours, h, he spends on a job? = 50h – 80
C = 50h + 80
C = 80h – 50
C = 80h + 50
C = 130h
We need to figure out what the Y-intercept is and what the rate is. This may feel odd finding these things because of the real world problem, but it will help when finding the equation. This is what basic equation we are following. mx+b=y But x is being replaced with h while c is y. M would be the rate, how much Umesh is gaining hourly. It states that he is gaining 80. 80h+b=c We need to find b. B is the starting value. Usually b may be 0 in some cases if it isn't stated, but it is directly stated in the problem that there is a fixed charge of $50. We would know if the starting value is negative, but it is not for this problem. 80h+50=C would be the formula.
Remember that multiplication and division will result in a positive number if no or two negative signs are present. So here, you ignore the negative signs.
All you really have to do is divide 50 by 2, which results in 25.
