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Directions: There are 2 companies A and B consisting of 3 groups each named HR, Marketing, Finance. Information about three companies have been given below:
Company A: There are 64 existing members. If 2 new members are added in each group, then, ratio of number of total (existing + new) members in HR and Marketing groups to that in Finance group becomes 4 : 3. Company B: Number of HR members in existing group is 6 and no new member is added further in this particular group. Number of existing members in Finance group is equal to 10.
Also,
1. Number of total (new + existing) members in finance group of company B is half of number of total (new + existing) members in Marketing group of company A.
2. New members added in Finance group in company B is half of number of new members added in Marketing group of same company.
3. Number of total (new + existing) members of Marketing group in company A is 6 more than that in company B.
4. Total number of members (existing + new) of HR in company A and Finance in company B is equal to 28..
Find total number of existing members in company B.
24
30
42
36
None of these
- Company A:
- 64 existing members.
- Adding 2 new members in each of the HR, Marketing, and Finance groups.
- Total members in HR and Marketing vs. Finance group equals a ratio of 4:3.
- Company B:
- HR group has 6 existing members; no new members are added.
- Finance group has 10 existing members.
- Statements to consider:
1. Total (new + existing) members in Finance for Company B is half of Company A's Marketing group.
2. New members in Finance group is half the number added in Marketing group of Company B.
3. Total Marketing members in Company A is 6 more than Company B's.
4. Total members in HR group (Company A) and Finance group (Company B) equal 28.
To find the number of existing members in Company B, we solve these conditions:
- Through calculations, it works out to Company B having 30 existing members.
- Correct Answer: Option: 2, 30
By: Parvesh Mehta ProfileResourcesReport error
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