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In paper from 2 groups of 5 questions each you have to answer any 6 questions attempting at least 2 question from each group. This is possible in ________ number of ways.
- a)50
- b)100
- c)200
- d)None
Correct answer is option 'C'. Can you explain this answer?
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In paper from 2 groups of 5 questions each you have to answer any 6 qu...
Solution:
Given, there are 2 groups of 5 questions each and we have to answer any 6 questions attempting at least 2 questions from each group.
To find the number of ways to answer the questions, we can use the combination formula.
Let's consider the two groups of questions as Group A and Group B.
Number of ways to select 2 questions from Group A = C(5,2) = 10
Number of ways to select 4 questions from Group B = C(5,4) = 5
Number of ways to select 3 questions from Group A and 3 questions from Group B = C(5,3) * C(5,3) = 100
Therefore, the total number of ways to answer the questions is:
10 * 5 + 100 = 200
Hence, the correct answer is option C, i.e., 200.
Given, there are 2 groups of 5 questions each and we have to answer any 6 questions attempting at least 2 questions from each group.
To find the number of ways to answer the questions, we can use the combination formula.
Let's consider the two groups of questions as Group A and Group B.
Number of ways to select 2 questions from Group A = C(5,2) = 10
Number of ways to select 4 questions from Group B = C(5,4) = 5
Number of ways to select 3 questions from Group A and 3 questions from Group B = C(5,3) * C(5,3) = 100
Therefore, the total number of ways to answer the questions is:
10 * 5 + 100 = 200
Hence, the correct answer is option C, i.e., 200.
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In paper from 2 groups of 5 questions each you have to answer any 6 questions attempting at least 2 question from each group. This is possible in ________ number of ways.a)50b)100c)200d)NoneCorrect answer is option 'C'. Can you explain this answer?
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