15 machines work at the same rate. Together, the 15 machines can complete an order in 8 hours. 3 of the machines break down after working for 6 hours. The other machines carry on working until the order is complete. In total, how many hours does EACH

The total number of 'machine hours' needed to complete an order is (15x8) = 120 hoursThe total number of hours worked by the broken machines = (6x3) = 18 hoursTherefore the total number of machine hours needed from the other 12 machines to complete the order = (120-18) = 102Per machine the total number of working hours therefore equals (102/12) = 8.5 hours

ER

Related Maths GCSE answers

All answers ▸

A cycle race is 3069.25 miles. Juan travels at a speed of 15.12 miles per hour. He cycles for 8 hours a day. Estimate how many days Juan will take to complete the race.


A is (2,12) and B is (8,2). What is the midpoint of AB?


What is the probability of picking a red ball twice from a bag of 6 blue balls and 3 red balls, without replacement.


Find the minimum value of the quadratic equation: y = x^2 + 4x - 12