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Write a pseudocode version of the factorial function . . .
(a) iteratively.
(b) recursively.
(a) iteratively.
(b) recursively.
Using pseudo code, write a program that works out the price of a garden hose for a user defined length in m (£1.56 per metre)
Write a pseudocode algorithm to compute the product of the first n positive integers. How many multiplications does your algorithm perform?
programming and problem solving using IPO charts and algorithm to determine a golf gameplay
Let T(n) = 7T(n/2) + 3n2 + 2.
Using Master Theorem and the Limits approach, show that T(n) = O(n3)
Using Master Theorem and the Limits approach, show that T(n) = O(n3)
Let T(n) = 7T(n/2) + 3n2 + 2.
Using Master Theorem and the Limits approach, show that T(n) = O(n3)
Using Master Theorem and the Limits approach, show that T(n) = O(n3)
Let T(n) = 3T(n/4) + nlogn. Solve the recurrence using Master Theorem.
Solve the following recurrence relation (without using Master Theorem)
C(n/2) + logn, for n > 1. C(1) = 0
C(n/2) + logn, for n > 1. C(1) = 0
Solve the following recurrence relation (without using Master Theorem)
C(n) = C(n/2) + logn, for n > 1. C(1) = 0
C(n) = C(n/2) + logn, for n > 1. C(1) = 0
Consider an array of prime integers in the range [1...20] with the entries randomly distributed. Find the average number of comparisons for a sequential search in the array.
