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A tourist can tour utmost four places out of A, B, C, D, E, F and G. Out of four, not more than two can come under holiday tour and at least two must come under business trip. The break up is as follows : A, B C and D - Business tour E, F and G - Holiday tour. The following restrictions hold good.
A) If A is included, then both C and G are excluded.
B) If neither E nor F is included, then B or G or both of them can be included.
C) If G is included, then D cannot be included. W
which one of the following combinations is possible ?
  • a)
    A, C, E and F
  • b)
    B, G and E
  • c)
    A, D and G
  • d)
    A, B and D
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
A tourist can tour utmost four places out of A, B, C, D, E, F and G. O...
The correct option is D.
Explanation-
Keeping in mind the conditions given in the question 
Option A states A, C, D, F. Here A and C cannot be together as per statement.
Option B does not include two business tours, but two business tours are must.
In option C, G and D are together, but according to the statement they cannot be together.
In option D all the conditions are fulfilled.
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A tourist can tour utmost four places out of A, B, C, D, E, F and G. O...
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Community Answer
A tourist can tour utmost four places out of A, B, C, D, E, F and G. O...
To determine the possible combination of places that a tourist can visit, we need to analyze the given restrictions and conditions. Let's break down each condition and see how it affects the possible combinations:

Condition A: If A is included, then both C and G are excluded.
- This means that if we include A in the tour, we cannot include C or G.
- This limits our options and reduces the number of possible combinations.

Condition B: If neither E nor F is included, then B or G or both can be included.
- This condition gives us some flexibility. If we do not include either E or F, we can include B or G or both.
- This expands our options and increases the number of possible combinations.

Condition C: If G is included, then D cannot be included.
- This condition restricts the combination of G and D. We cannot include both of them in the tour.

Based on these conditions, let's analyze the given options:

a) A, C, E, and F
- This combination violates Condition A since both C and G are included, which is not allowed.
- Therefore, option A is not possible.

b) B, G, and E
- This combination violates Condition C since both G and D are included, which is not allowed.
- Therefore, option B is not possible.

c) A, D, and G
- This combination satisfies all the conditions. A is included, C and G are excluded as per Condition A, and D is excluded as per Condition C.
- Therefore, option C is possible.

d) A, B, and D
- This combination satisfies all the conditions. A is included, C and G are excluded as per Condition A, and D is included as per Condition C.
- Therefore, option D is possible.

Based on the analysis, we can conclude that options C and D are possible combinations. However, since the question asks for the "one" possible combination, the correct answer is option D, which is A, B, and D.
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A tourist can tour utmost four places out of A, B, C, D, E, F and G. Out of four, not more than two can come under holiday tour and at least two must come under business trip. The break up is as follows : A, B C and D - Business tour E, F and G - Holiday tour. The following restrictions hold good.A) If A is included, then both C and G are excluded.B) If neither E nor F is included, then B or G or both of them can be included.C) If G is included, then D cannot be included. Wwhich one of the following combinations is possible ?a)A, C, E and Fb)B, G and Ec)A, D and Gd)A, B and DCorrect answer is option 'D'. Can you explain this answer?
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