There are 4 qualifying examinations to enter into IIMs; CAT, BAT, SAT, and PAT. An IIT ian cannot go to IIMs through BAT or SAT. A CA, on the other hand, can go to the IIMs through the CAT, BAT and PAT but not through SAT. Further, there are 3 ways to become a CA (viz. Foundation, Inter and Final). Find the ratio of number of ways in which an IITian can make it to IIM to the number of ways a CA can make it to the IIMs?
- a)3:2
- b)2:3
- c)2:9
- d)9:2
Correct answer is option 'D'. Can you explain this answer?
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Answers
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Shaneel Mehta
Jul 02, 2019 |
IITian can make it through BAT or SAT so 2 ways
CA can make it through CAT BAT OR PAT so 3 ways
further to become CA there are 3 ways so 3×3=9 ways
Ratio = 9:2
CA can make it through CAT BAT OR PAT so 3 ways
further to become CA there are 3 ways so 3×3=9 ways
Ratio = 9:2
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S.S Career Academy
Feb 18, 2022 |
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D is the correct option. Solution-
IITian can make it through BAT or SAT so 2 ways; CA can make it through CAT BAT OR PAT so 3 ways; further to become CA there are 3 ways so 3×3=9 ways. So, the Ratio = 9:2
IITian can make it through BAT or SAT so 2 ways; CA can make it through CAT BAT OR PAT so 3 ways; further to become CA there are 3 ways so 3×3=9 ways. So, the Ratio = 9:2
IITian can make it through BAT or SAT so 2 ways CA can make it through CAT BAT OR PAT so 3 ways further to become CA there are 3 ways so 3×3=9 waysRatio = 9:2
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IITian can make it through BAT or SAT so 2 ways CA can make it through CAT BAT OR PAT so 3 ways further to become CA there are 3 ways so 3×3=9 waysRatio = 9:2
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