Question: Exercise 1: Computing Binomial Coefficients The binomial coefficient is defined as) Java to compute the binomial coefficient, given n and k n! , o k

 Exercise 1: Computing Binomial Coefficients The binomial coefficient is defined as)
Java to compute the binomial coefficient, given n and k n! ,
o k n. Implement the following method in public static long binomCoeff(int
n, intk)f. . . ) Your method must compute the correct answer

Exercise 1: Computing Binomial Coefficients The binomial coefficient is defined as) Java to compute the binomial coefficient, given n and k n! , o k n. Implement the following method in public static long binomCoeff(int n, intk)f. . . ) Your method must compute the correct answer for any inputs in the range 0Sn 60, 0 Sks 60 for0 s k s n. Check that your code correctly computes(3)9132290782430712. Note that the largest positive integer that can be represented in Java (using primitive types) is a long type with value 263 1 and note that 60! is larger than this value. Useful identities to use for formulating a solution are n! t for0 sk sn You should aim to implement your method using no more than 8 Java statements or less (if), else, forwhile etc. each count as one statement). You should use an iterative, nota recursive, solution. Use only long variables in the implementation (not double or float). Q. What is the time complexity of your algorithm (in terms of n and/or k)

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