show that C ( 4n , 2n ) / C ( 2n , n ) = { 1. 3 . 5 .... (4n-1 ) / {1 . 3 . 5 ....(2n-1 ) } ^ 2

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SAQ -4MARKS QUESTIONS -PERMUTATION& COMBINATIONS -MATHS 2A
in Hindi video we discussed that a complete description of permutations and combinations especially the important question which is so many times asked in the intermediate public examinations this question by preparing this one the student is very happy after learning this question in this question the most basic formula was used which is NCR mens selecting all things out of an available things and it is defined as NCR equal to n factorial divided by n - r factorial into our factorial and after that using the formula the numerator and denominator was partitioned by the factorial notation that is a continuous product is observed both in the numerator and in the denominator after that it product the numbers should be categorised by even factors and hard factors together and in the numerator 2 is a common factor up to 2 and Times we should move to further calculations and finally we will get which was asked in the question as show that thank you very much description and watching
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