Suppose you have a document which contains 58 unique characters. What is the minimum
number of bits required to encode a single character in this document?
6406532266846.
2\(^{6}\)
6406532266847.
6
6406532266848.
2\(^{7}\)
6406532266849.
7
A published solution is not available for this question yet.
Consider the following steps to compute the **minimum** among three numbers. Load the three
numbers from memory locations M[0], M[1] and M[2] and store the maximum number in M[3].
Identify the appropriate instructions to fill the blank at step 4 and step 6.
6406532266842.
Step 4: If R[0] < R[1] then go to step 5, otherwise go to step 6
Step 6: If R[1] < R[2] then go to step 7, otherwise go to step 8
6406532266843.
Step 4: If R[0] > R[1] then go to step 5, otherwise go to step 6
Step 6: If R[1] < R[2] then go to step 7, otherwise go to step 8
6406532266844.
Step 4: If R[0] < R[1] then go to step 5, otherwise go to step 6
Step 6: If R[1] > R[2] then go to step 7, otherwise go to step 8
6406532266845.
Step 4: If R[0] > R[1] then go to step 5, otherwise go to step 6
Step 6: If R[1] > R[2] then go to step 7, otherwise go to step 8
A published solution is not available for this question yet.
The above C program is used to calculate the sum of individual digits of a number. For ex: If the
value given to the variable “n” is 25, the sum of individual digits will be 7.
Fill in the placeholders “Expression1” and “Expression2” to ensure that the program functions
correctly.
6406532266889.
Expression1: r = n % 10;
Expression2: n = r;
6406532266890.
Expression1: r = n / 10;
Expression2: n = n % 10;
6406532266891.
Expression1: r = n % 10;
Expression2: n = n / 10;
6406532266892.
Expression1: n = n % 10;
Expression2: r = n;
A published solution is not available for this question yet.
Given two integer variables, x and y, which of the following expressions ensures that both x and y
are distinct positive integers if the expression returns 1?
