The following pie-charts show the distribution of students studying Engineering and MBA in seven different institutes in a town.

Q. Number of students studying engineering in G is more/less than the number of students studying MBA in A by

129 less

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99 more

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78 more

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203 less

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109 less

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Solution

The correct option is E 109 less
Number of students studying engineering in G = $(\frac{19}{100} \times 27500) = 5225$
Number of students studying MBA in A = $\frac{21}{100} \times 25400 = 5334$
Difference is = 5334-5225=109

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The following pie-charts show the distribution of students studying Engineering and MBA in seven different institutes in a town. Q. Number of students studying engineering in G is more/less than the number of students studying MBA in A by

The correct option is E 109 lessNumber of students studying engineering in G = (19100×27500)=5225 Number of students studying MBA in A = 21100×25400=5334 Difference is = 5334-5225=109

The following pie-charts show the distribution of students studying Engineering and MBA in seven different institutes in a town.

Q. Number of students studying engineering in G is more/less than the number of students studying MBA in A by

The correct option is E 109 less
Number of students studying engineering in G = $(\frac{19}{100} \times 27500) = 5225$
Number of students studying MBA in A = $\frac{21}{100} \times 25400 = 5334$
Difference is = 5334-5225=109