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Definition of Algorithm
An algorithm is a design or plan of obtaining a solution to a problem. The solution is presented by listing all steps in which they are carried out.i) determine the correctness of the various steps.
ii) reduce the number of steps, if possible.
iii) increase the speed of solving the problem.
Suppose you want to calculate simple interest, if principal, time and rate of interest are given . The algorithm for solving this problem is given below.
Algorithm :1. Read principal, time and rate of interest into three locations labelled as P,T,R.2. Calculate S.I = PTR/100 (where S.I meens Simple interest)3. Print S.I4. Stop
How would you format while loops to fufill my project write up?
Netbooks: Netbooks are special type of Laptop which is very light and small. Due to its size and weight it is very portable and one may carry it very easily. Dissimilar to La
The Widening Web The idea, the whole world is agog now had accidental origins. Here is how it all began. In early 1969, the U.S. Defence department financed a network fo
Multiprogramming Multiprogramming means capability of several programs to simultaneously occupy a portion of the computer’s memory and compete for central processor time. Th
A palindrome is a string that reads the same from both the ends. Given a string S convert it to a palindrome by doing character replacement. Your task is to convert S to palindrome
QUESTION (a) Give the two conditions required by a binary tree of depth d to be an almost complete binary tree. (b) Determine what the following recursive C function compute
• Multilevel feedback queue-scheduling algorithm enables a process to move among queues. It uses a number of ready queues and acquaintances a dissimilar priority with every queue.
Problem In the Excel sheet, input the marks of any 5 students with 5 subjects and find the average marks, maximum marks, minimum marks obtained by the student. Using Excel s
QUESTION a) The handling of the INVITE transaction in SIP is completely different from the handling of other transactions. The handling of the INVITE is one of the most complex
Question 1 Define the concept of equivalence relation. Give atleast two examples of equivalence relation Question 2 Prove that a graph G is connected if and only if it has a
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