an examination Paper with 10 Question consists of 6 Questions in algebra and 4 Questions in geometry at least one question from each section is to be Attempted in how many ways can this be done?
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Given: An examination Paper with 10 Question consists of 6 Questions in algebra and 4 Questions in geometry.
To find: In how many ways can at least one question from each section is to be attempted?
Solution:
- Now we have given that there are 10 questions, which are divided in 4 + 6 part, that is 4 in geometry and 6 in algebra.
- Now we have given that at least one question from each section is to be attempted.
- So , we have the method of combination as:
- Number of ways in order to solve question paper if :
at least one question is to be attempted from each section
6 x 4 = 24 ways.
Answer:
So in 24 ways can at least one question from each section is to be attempted.
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