1) Integer multiplication can be defined as: mult(m, n) = {m for n = 1 {m + mult
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1) Integer multiplication can be defined as: mult(m, n) = {m for n = 1 {m + mult( m,n - 1) for n > 1 Write the recursive function that multiplies integers using this equation. Then give the recurrence relation for the number of additions and subtractions that are done by your function. 2) Solve the recurrence relation you developed for the multiplication function in Exercise 1. 3)Fibonacci numbers can be calculated with the algorithm that follows. What is the recurrence relation for the number ofExplanation / Answer
http://www.geeksforgeeks.org/program-for-nth-fibonacci-number/
plz follow the link..tyhanks
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