In 1994, students seeking jobs in finance earned Rs. _____ more than
those opting for software (in lakhs)

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33.8

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28.9

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38.8

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Solution

The correct option is B
33.8

(23% $\times$ 1100 $\times$ 12 $\times$ 7550)-(21% of 1100 $\times$ 12 $\times$ 7050)= 33.8 lakh

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\begin{matrix} F i n a n c e & M a r k e t i n g & S o f t w a r e & O t h e r s 1992 & 12 & 36 & 19 & 33 1993 & 17 & 48 & 23 & 12 1994 & 23 & 43 & 21 & 13 1995 & 19 & 37 & 16 & 28 1996 & 32 & 32 & 20 & 16 \end{matrix}

\begin{matrix} F i n a n c e & M a r k e t i n g & S o f t w a r e 1992 & 5450 & 5170 & 5290 1993 & 6380 & 6390 & 6440 1994 & 7550 & 7630 & 7050 1995 & 8920 & 8960 & 7760 1996 & 9810 & 10220 & 8640 \end{matrix}

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In a group of 100 girls, each has to opt for one or more of the three hobby classes: Music, Cooking and Stitching. The number of students who opted for Stitching is more than the number of those who opted for Music which is more than the number of those who opted for Cooking which is more than the number of those who opted for exactly two of the three hobbies, which in turn is more than those who opted for all three hobbies. It is known that at least one student opted for all the three hobbies.

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In 1994, students seeking jobs in finance earned Rs. _____ more than those opting for software (in lakhs)

The correct option is B 33.8(23% × 1100 × 12 × 7550)-(21% of 1100 × 12 × 7050)= 33.8 lakh

In 1994, students seeking jobs in finance earned Rs. _____ more than
those opting for software (in lakhs)

The correct option is B
33.8

(23% $\times$ 1100 $\times$ 12 $\times$ 7550)-(21% of 1100 $\times$ 12 $\times$ 7050)= 33.8 lakh