Question

Five workers take 12 days to weed a field. How many days would 10 workers
take to weed the same field?​

Answer 1

Answer:

Let 6 workers take x days and 15 workers take y days to weed the field.

The number of workers and the time required to weed the field are in inverse proportion.

∴ 6 × x = 5 × 12

∴ x = (5 x 12)/6

∴ x = 10

Also,

15 × y = 5 × 12

∴ y = (5 x 12)/15

= 4 days

∴ 6 workers will take 10 days and 15 workers will take 4 days to weed the field.

Step-by-step explanation:

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