The following question, there are three statements I, II and III. Read the question carefully and mark your answer according to which statements(s) is/are sufficient to the answer the question. In how many days can 4 men and 6 women together complete the work? Statement I:2 men, 2 women and 5 boys can complete the work in 8 days Statement II:2 men and 15 boys together can complete the work in 6 days Statement III: Each woman takes 12 days more than each man to complete the whole work
The following question, there are three statements I, II and III. Read the question carefully and mark your answer according to which statements(s) is/are sufficient to the answer the question. In how many days can 4 men and 6 women together complete the work? Statement I:2 men, 2 women and 5 boys can complete the work in 8 days Statement II:2 men and 15 boys together can complete the work in 6 days Statement III: Each woman takes 12 days more than each man to complete the whole work Correct Answer None of the statement will be sufficient
From statement I and statement II
8 (2M + 2W + 5B) = 6 (2M + 15B)
⇒ 16M + 16W + 40B = 12M + 90B
⇒ 4M + 16M - 50B = 0 ----(1)
From statement III
⇒ W = M + 12 ----(2)
Even solving both the equations will not provide the required value since we have three unknowns and only two equations
∴ None of the statement will be sufficient to answer the question.