X,Y,Zcan do a piece of job in 4,6 and 10 days respectively.If X,Y and

1.	X,Y,Zcan do a piece of job in 4,6 and 10 days respectively.If X,Y and Z worktogether to complete ,then find their separate shares if they will be paid₹31000 for completing the job?
Answer» Answer: WORK done per day by all three together= 1/4+1/6+1/10= (15+10+6)/60=31/60 SHARE of X = (1/4)/(31/60)×31,000 = 15/31×31,000 = 15×1000 = Rs. 15,000. Share of Y = (1/6)/(31/60)×31,000 = 10/31×31,000 = Rs. 10,000 Threrefore, Share of Z = 31,000-(15,000+10,000) = 31,000- 25,000 = Rs. 6000 *Hope it helps. Like and follow if it helps* ^_^

X,Y,Zcan do a piece of job in 4,6 and 10 days respectively.If X,Y and Z worktogether to complete ,then find their separate shares if they will be paid₹31000 for completing the job?

Answer»

Answer:

WORK done per day by all three together= 1/4+1/6+1/10= (15+10+6)/60=31/60

SHARE of X

= (1/4)/(31/60)×31,000
= 15/31×31,000
= 15×1000
= Rs. 15,000.

Share of Y

= (1/6)/(31/60)×31,000
= 10/31×31,000
= Rs. 10,000

Threrefore, Share of Z

= 31,000-(15,000+10,000)
= 31,000- 25,000 = Rs. 6000

Hope it helps. Like and follow if it helps ^_^

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X,Y,Zcan do a piece of job in 4,6 and 10 days respectively.If X,Y and Z worktogether to complete ,then find their separate shares if they will be paid₹31000 for completing the job?​

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X,Y,Zcan do a piece of job in 4,6 and 10 days respectively.If X,Y and Z worktogether to complete ,then find their separate shares if they will be paid₹31000 for completing the job?