Test: MCQs (One or More Correct Option): Mathematical Induction and Binomial Theorem | JEE Advanced - JEE MCQ
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2 Questions MCQ Test - Test: MCQs (One or More Correct Option): Mathematical Induction and Binomial Theorem | JEE Advanced
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*Multiple options can be correct
Test: MCQs (One or More Correct Option): Mathematical Induction and Binomial Theorem | JEE Advanced - Question 1
If Cr stands for nCr, then the sum of the series 
where n is an even positive integer, is equal to (1986 - 2 Marks)
where n is an even positive integer, is equal to (1986 - 2 Marks)
Detailed Solution for Test: MCQs (One or More Correct Option): Mathematical Induction and Binomial Theorem | JEE Advanced - Question 1
....(1)
[Using Cr = Cn– r]
....(2)
*Multiple options can be correct
Test: MCQs (One or More Correct Option): Mathematical Induction and Binomial Theorem | JEE Advanced - Question 2
If 
equals (1998 - 2 Marks)
equals (1998 - 2 Marks)
Detailed Solution for Test: MCQs (One or More Correct Option): Mathematical Induction and Binomial Theorem | JEE Advanced - Question 2
[∵ nCr = nCn-r]
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MCQs (One or More Correct Option): Mathematical Induction and Binomial Theorem | JEE Advanced
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