Question: Binomial Coefficients The binomial coefficient ([n],[k]) can be calculated using this formula: ([n],[k])=(n!)/(k!(n-k)!) Write a function binom(n,k) that takes two non-negative integers n and

Binomial Coefficients\ The binomial coefficient

([n],[k])

can be calculated using this formula:\

([n],[k])=(n!)/(k!(n-k)!)

\ Write a function

binom(n,k)

that takes two non-negative integers

n

and

k

and returns the value of

([n],[k])

as an int. The result always will be an integer.) Assume that

0

. (Hint: Use math. factorial() .)

 Binomial Coefficients\ The binomial coefficient ([n],[k]) can be calculated using this

(nk)=k!(nk)!n! Write a function that takes two non-negative integers n and k and returns the value of (nk) as an The result always will be an integer.) Assume that 0kn. (Hint: Use math. factorial() .)

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