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Bunuel
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This question can be solved in two ways:

First method: Find the LCM of the denominators of all the fraction given in the question it 12

so assume the work that is to be completed as 12 parts

1st day, 1/3rd of the work is done. i.e, 4 parts are done and 8 parts of work is left.

2nd day, 1/2 of the remaining work is done. i.e, 4 parts of the remaining 8 parts is done. remaining work = 4 parts

3rd day, 3/4th of the remaining work is done. i.e, 3 parts of the remaining 4 parts is done. remaining work = 1 part

1 part out of 12 parts =~ 1/12

Second method: Convert fractions to percentages

1st day, 1/3rd of the work is done. 1/3 = 33.3% remaining = 66.6%

2nd day, 1/2 of the remaining work is done. i.e, 1/2 of 66.6% is 33.3%

3rd day, 3/4th of the remaining work is done and 1/4th of the work is still left

\(\frac{1}{4} * 33.3\) =~ 8%

now convert to fraction 8% is nearly equal to 1/12
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The unmowed lawn on day 1 fill be: \((1)*(2/3) = 2/3\)
The unmowed lawn on day 2 fill be: \((2/3)*(1/2) = 1/3\)
The unmowed lawn on day 3 fill be: \((1/3)*(1/4) = 1/12\)
Bunuel
Raymond took several days to mow a certain lawn. He mowed 1/3 of the lawn the first day, 1/2 of the remaining unmowed portion the second day, and 3/4 of the remaining unmowed portion the third day. What fraction of the lawn remained unmowed at the end of the third day?

(A) 1/2
(B) 1/6
(C) 1/8
(D) 1/12
(E) 1/24
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