Some labourers were hired to finish a piece of work. They could finish

1.	Some labourers were hired to finish a piece of work. They could finish the work in 9 days, but due to some reason, six of them did not join the work. The rest of them could finish the same work in 15 days.How many labourers were employed originally?
Answer» Step-by-step EXPLANATION: Let the TOTAL no. of LABOURES EMPLOYED be = x According to Question 9x=15(x-6) 9x=15x-90 9x-15x=-90 -6x=-90 x=-90/-6 x=15 The total number of laboures employed are 15 laboures. Check:- 915=(15-6)15 135=9*15 135=135 LHS=RHS Hence proved that the numbers of laboures employed are 15.

Some labourers were hired to finish a piece of work. They could finish the work in 9 days, but due to some reason, six of them did not join the work. The rest of them could finish the same work in 15 days.How many labourers were employed originally?

Answer»

Step-by-step EXPLANATION:

Let the TOTAL no. of LABOURES EMPLOYED be = x

According to Question

9*x=15(x-6)

9x=15x-90

9x-15x=-90

-6x=-90

x=-90/-6

x=15

The total number of laboures employed are 15 laboures.

Check:-

9*15=(15-6)15

135=9*15

135=135

LHS=RHS

Hence proved that the numbers of laboures employed are 15.

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Some labourers were hired to finish a piece of work. They could finish the work in 9 days, but due to some reason, six of them did not join the work. The rest of them could finish the same work in 15 days.How many labourers were employed originally?​

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Some labourers were hired to finish a piece of work. They could finish the work in 9 days, but due to some reason, six of them did not join the work. The rest of them could finish the same work in 15 days.How many labourers were employed originally?