Math, asked by ameyingole7, 1 month ago

A completes the work in 15 days and B completes the same work in 18 days. With the help of C they complete the same work in 6 days. Then C can complete the work in how many days working alone.

Answers

Answered by PrativaRath
1

A can do a work in = 15 days

A can do a work in = 15 days∴ In 1 day A can do = 1/15

A can do a work in = 15 days∴ In 1 day A can do = 1/15B can do a work in = 30 days

A can do a work in = 15 days∴ In 1 day A can do = 1/15B can do a work in = 30 days∴ In 1 day B can do = 1/30

A can do a work in = 15 days∴ In 1 day A can do = 1/15B can do a work in = 30 days∴ In 1 day B can do = 1/30let, they together can do the work in = x days

A can do a work in = 15 days∴ In 1 day A can do = 1/15B can do a work in = 30 days∴ In 1 day B can do = 1/30let, they together can do the work in = x daysAccording to the problem,

A can do a work in = 15 days∴ In 1 day A can do = 1/15B can do a work in = 30 days∴ In 1 day B can do = 1/30let, they together can do the work in = x daysAccording to the problem,⇒ x × (3/30) = 1

A can do a work in = 15 days∴ In 1 day A can do = 1/15B can do a work in = 30 days∴ In 1 day B can do = 1/30let, they together can do the work in = x daysAccording to the problem,⇒ x × (3/30) = 1⇒ x = 10

A can do a work in = 15 days∴ In 1 day A can do = 1/15B can do a work in = 30 days∴ In 1 day B can do = 1/30let, they together can do the work in = x daysAccording to the problem,⇒ x × (3/30) = 1⇒ x = 10∴ They together can do the work in = 10 days

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