2. Write a recursive method called Multiplication0 that takes one int parameter

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2. Write a recursive method called Multiplication0 that takes one int parameter and returns the product of the numbers up to n. [Multiplication(n)-1 2*3 *....*n-l*n] 3. Write a recursive method called fib0 that takes an int parameter and that returns the Fibonacci number at that location in the series. The Fibonacci sequence is a sequence rst two numbers are l subsequent number is sum of the previous two Fibonacci numbers. The sequence is 1,1,2,3,5,8,13,21, and so on. So fib(4) should print 3, fib(6) should print 8, fib(8) should print 21, fib(10) should print 55 and so on.

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