Question

2 Mason's can whitewash the dormitory in 6 hours how long 1 Mason 3 Mason and 6 Mason take to whitewash the same dormitory​

Answer 1

Answer:

1 mason can whitewash the dormitory in= 12 hrs

3 mason can whitewash the dormitory in= 4 hrs

6 mason can whitewash the dormitory in= 2 hrs

Step-by-step explanation:

Given,

2 mason can whitewash the dormitory in= 6 hrs

Therefore

1 mason can whitewash the dormitory in= 6×2= 12 hrs

3 mason can whitewash the dormitory in=(6×2)/3 = 4 hrs

6 mason can whitewash the dormitory in= (6×2)/6= 2 hrs

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Answer 2

FINAL ANSWER:

i) 3 hours

ii) 6 hours

iii) 18 hours

GIVEN:

2 Mason's can whitewash the dormitory in 6 hours

TO FIND:

time taken by 1 Mason

3 Mason

6 Mason

SOLUTION:

i) time taken by 1 Mason = $\frac{6}{2}$

=3 hours

ii) time taken by 3 Mason = 3×3

=6 hours

iii) time taken by 6 Mason = 6 × 3

=18 hours

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