Question

Using integer arithmetic, the value of m is approximately equal to the number of times n can be evenly divided by 2 until it becomes 0. Write a loop that computes this approximation of the value of a given number

n. You can check your code by importing the function and evaluating the expression round((n, 2)).
a. A for loop
b. A while loop
c. A do-while loop
d. A switch loop

Answer 1

The question asks for a loop that computes the number of times a given number can be divided by 2 until it reaches zero. An example of a while loop is provided to perform this computation.

Step-by-step explanation:

The question you are asking involves writing loops in a programming context to compute the number of times a number can be divided by 2 before it becomes zero. Although you've mentioned several types of loops, such as a for loop, while loop, and do-while loop, standard programming languages like C, Java, and Python primarily use the for and while loops for such repetitive tasks, as the switch loop is not a loop construct.

Example of a while loop:

int m = 0;
int n = given_number;
while (n > 0) {
n /= 2;
m++;
}

This loop will divide n by 2 until n becomes 0, and increment m each time the loop runs, thus counting the number of times n can be evenly divided by 2.