A recursive implementation recQU10 is given below for a function QU10 with input v of type...
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A recursive implementation recQU10 is given below for a function QU10 with input v of type Vector of Int and return value of type Int. function QU10 (v) { //recQU10 var temp in Vector of Int var num in Int temp <-- v. clone () if (temp.size() == 0) then { return 0 } else { num <-- temp.at (1) temp. removeFirst () return num + QU10 (temp) // (S) // (R) } } (a) Use recQU10 to evaluate QU10 (v) when v is the vector [2, 5, 6]. That is, determine the value returned for this input vector v. Each function call in your evaluation should involve a single use of one of the statements (S) or (R), and you should also specify which of these statements is used at each call. (b) Let T(n) be the time complexity function of the implementation recQU10. Give a recurrence system satisfied by T(n). Hint: n is the size of v. A recursive implementation recQU10 is given below for a function QU10 with input v of type Vector of Int and return value of type Int. function QU10 (v) { //recQU10 var temp in Vector of Int var num in Int temp <-- v. clone () if (temp.size() == 0) then { return 0 } else { num <-- temp.at (1) temp. removeFirst () return num + QU10 (temp) // (S) // (R) } } (a) Use recQU10 to evaluate QU10 (v) when v is the vector [2, 5, 6]. That is, determine the value returned for this input vector v. Each function call in your evaluation should involve a single use of one of the statements (S) or (R), and you should also specify which of these statements is used at each call. (b) Let T(n) be the time complexity function of the implementation recQU10. Give a recurrence system satisfied by T(n). Hint: n is the size of v.
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a To evaluate QU10v when v is the vector 2 5 6 we will use recQU10 and track the value returned at e... View the full answer
Related Book For
Managerial Accounting
ISBN: 9780073526706
12th Edition
Authors: Ray H. Garrison, Eric W. Noreen, Peter C. Brewer
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