12 workers take 4 hours to complete a job how long 15 workers would take a complete the job
Answers
Answered by
53
Hi ,
Number of workers ( x ) is
inverse proportional to working hours ( y )
x1 = 12 , y1 = 4
x2 = 15 , y2 = ?
x2 y2 = x1 y1
15 × y2 = 12 × 4
y2 = ( 12 × 4 ) /15
y2 = 16/5
y2 = 3.2 hours
I hope this helps you.
:)
Number of workers ( x ) is
inverse proportional to working hours ( y )
x1 = 12 , y1 = 4
x2 = 15 , y2 = ?
x2 y2 = x1 y1
15 × y2 = 12 × 4
y2 = ( 12 × 4 ) /15
y2 = 16/5
y2 = 3.2 hours
I hope this helps you.
:)
Answered by
40
Given that 12 workers take 4 hours to complete a job.
That means in 1 hour they do 1/4th of the job.
The job was done by 1 worker in 1 hour = 1/12 * 1/4
= 1/48.
Therefore 15 workers would take to complete the job in:
= 48/15
= 3.2.
It would take 3.2 hours to complete the job.
Note: if the number of people goes up, the working time goes down.
Hope this helps!
That means in 1 hour they do 1/4th of the job.
The job was done by 1 worker in 1 hour = 1/12 * 1/4
= 1/48.
Therefore 15 workers would take to complete the job in:
= 48/15
= 3.2.
It would take 3.2 hours to complete the job.
Note: if the number of people goes up, the working time goes down.
Hope this helps!
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