Question

33
327. 56 labourers can harvest a field in 8 days.
How many more labourers are required to
harvest the field in 7 days?
(A) 7 labourers (B) 16 labourers
(C) 10 labourers (D) 8 labourers.​

Answer 1

Answer:

inverse variation question

7*x=56*8

x=56*8/7

x=64

more labourers=64-56=8

Answer 2

Answer:

x = 8

And, number of labours required to harvest the field in

7 days is 8

Also, option D (8 labours) is the correct answer

Step-by-step explanation:

→ Let, the number of workers required to harvest the

field in 7 days = x

→ According to the Question,

→ Number of labours Number of days

56 8

x 7

→ This is a type of inverse variation/Proportion

→ Therefore, 7x = 56 × 8

→ x = 56 × 8 / 7

→ x = 8 × 8

→ x = 64

→ Also, more labours = 64 - 56

= 8

→ Thus, the number of labours required to harvest the

field in 7 days is 8

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