Gautam takes 5 hours to paint a wall and gambhir takes 6 hour to paint the same wall .if they work together ,how long will they take to paint the wall
Answers
Answered by
16
let the total work be 30 units.
Gautam's 1 hour work = 30/5 = 6 units
Gambhir's 1 hour work = 30/6 = 5 units
work done by both in 1 hour = 6+5= 11 units
work done = speed × time
30= 11× t
t=30/11=2 8/11 hour
t = 2 hours 43 minutes 33 seconds
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Gautam's 1 hour work = 30/5 = 6 units
Gambhir's 1 hour work = 30/6 = 5 units
work done by both in 1 hour = 6+5= 11 units
work done = speed × time
30= 11× t
t=30/11=2 8/11 hour
t = 2 hours 43 minutes 33 seconds
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Answered by
9
Gautam's 5 hours work=1 unit,
Gautam's 1 hour work =1/5 unit,
Gambhir's 6 hours work=1 unit,
Gambhir's 1 hours work=1/6 unit,
then
Gautam and Gambhir 1 day work together=1/5 +1/6 =(6+5)/30,
Gautam and Gambhir 1 day work together=11/30 units,
Gautam and Gambhir 30 days work =11 units,
therefore
Gautam and Gambhir does complete work =30/11 days
Gautam's 1 hour work =1/5 unit,
Gambhir's 6 hours work=1 unit,
Gambhir's 1 hours work=1/6 unit,
then
Gautam and Gambhir 1 day work together=1/5 +1/6 =(6+5)/30,
Gautam and Gambhir 1 day work together=11/30 units,
Gautam and Gambhir 30 days work =11 units,
therefore
Gautam and Gambhir does complete work =30/11 days
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