Write a program to calculate the number of perfect squares within a number range

Prompt the user for the first and second number

The second number must be larger than the first number. Continue to prompt the user until the second number is larger

You will be checking all the numbers between first and second inclusively

If a number is a perfect square, then print it

An example of a perfect square is $4$ because a whole number can be squared to equal it:

$2*2=4$

There are several ways to check if a number has a perfect square:

One idea is to loop from $1$ to the number, if any value from $1$ to the number times itself equals the number you are checking, then it is a perfect square

Another idea is taking advantage of the $**($exponentiation operator$)$ to get square roots and squares

At the end, print a count of how many perfect squares were found

Sample Run #$1($bold$,$ underlined text is what the user types$)$:

First? $1$

Second? $10$

$1*1=1$

$2*2=4$

$3*3=9$

Total of $3$ perfect squares

Note: This is an introductory class, this specific problem is testing control statements. We're supposed to be using if$,$ for, while, and range statements to get the answer.