\table \Column \A, \Column \B ;{27 \times2^3\div 18}/6,{3^3\times3^2\div18}/6

Correct Answer is : if the quantity in Column B is greater;

if the quantity in Column A is greater;

if the quantity in Column B is greater;

if the two quantities are equal;

if the relationship cannot be determined from the information given.

Quantitative Comparison Practice Test 3

Question : 34 of 50

Marks: +1, -0

\table \Column \A, \Column \B ;{27 ×2^3÷ 18}/6,{3^3×3^2÷18}/6

Solution:

\table \Column \A, \Column \B ;{27 ×2^3÷ 18}/6,{3^3×3^2÷18}/6;={27×8}/{18×6}=2 ,={27×9}/{18×6}=2.25

So, Column B is greater than Column A.

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