Calculate Square Area
Given the side length of a square, calculate its area using the formula A = side × side. The result is an integer for integer inputs.
For example, a square with side length 5 has area 25. Side length 10 has area 100. Side length 0 has area 0. Side length 1 has area 1.
The area of a square is one of the simplest geometric formulas and is foundational for understanding area calculations for rectangles, parallelograms, and more complex shapes. The formula A = s² is used in construction (floor tiling), graphics (pixel area), and design (layout dimensions).
The solution multiplies the side length by itself. This can be written as side * side or side ** 2 (using the exponentiation operator). The result is the same regardless of which method is used.
Edge cases include side length 0 (return 0), side length 1 (return 1), and very large side lengths where the square might overflow integer range.
Example Input & Output
4 * 4 = 16.
7 * 7 = 49.
0 * 0 = 0.
Algorithm Flow

Solution Approach
Multiply the side length by itself to compute the area using the geometric formula A = s².
Return the product of side multiplied by itself. This directly implements the area formula for a square, where the area equals the length of one side squared. The multiplication operator (*) handles both integer inputs (producing integer results) and floating-point inputs naturally.
Time complexity is O(1) since multiplication is a constant-time CPU operation. Space complexity is O(1).
Best Answers
program calculate_square_area
dictionary
side, area: integer
algorithm
input(side)
area <- side * side
output(area)
endprogramComments (0)
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