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From among the five doctors 1, 2, 3, 4 and 5; four engineers G, H, K and L and six teachers M, N, O, P, Q and R, some teams are to be selected. Of these 1, 2, G, H, O, P and Q are females and the rest are males. The formation of teams is subject to the following conditions : Wherever there is a male doctor, there will be no female teacher Wherever there is a male engineer, there will be no female doctor There shall not be more than two male teachers in any team
If the team consists of three doctors, two male engineers and two teachers, the members of the team could be
345KLMN
123KLMR
345KLPR
12HMRPQ
- We need a team of three doctors, two male engineers, and two teachers.
- The team cannot have a male doctor with a female teacher.
- The team cannot have a male engineer with a female doctor.
- No more than two male teachers are allowed.
Now let's evaluate the options:
1. Option 1: 345KLMN
- Doctors 3, 4, 5 are male, avoiding female teacher conflict.
- Engineers K, L are male.
- Teachers M, N are male.
2. Option 2: 123KLMR
- Doctors 1, 2, 3 include females, conflicting with male engineers K, L.
3. Option 3: 345KLPR
- Follows the rule about male doctors and teachers.
- P is a female teacher, causing a conflict with male doctors.
4. Option 4: 12HMRPQ
- Contains female and male doctor conflict due to H and R.
Given the conditions, Option 1: 345KLMN satisfies all requirements.
By: santosh ProfileResourcesReport error
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