find-square-numbers-range()

Step 1: Define the Function and Variables

Let's start by defining our function named 'findSquareNumbersInRange'. This function will take two integers as input: 'start' and 'end', which define the range within which we want to find the square numbers. We also create an empty array 'squareNumbers' to store the square numbers we find.

func findSquareNumbersInRange(start: Int, end: Int) -> [Int] { 
 let squareNumbers = [Int]() 
 } 

Step 2: Checking Each Number

Next, we will loop through each number in the range by adding a for-loop to our function. Inside the for-loop, we will check if the number is a perfect square by taking the square root of the number, rounding it to the nearest integer, and squaring it again. If the result is equal to the original number, then the number is a perfect square.

func findSquareNumbersInRange(start: Int, end: Int)  - > [Int] { 
 var squareNumbers = [Int]() 
 for num in start...end { 
 let root = Int(sqrt(Double(num))) 
 if root * root == num { 
 squareNumbers.append(num) 
 } 
 } 
 } 

Step 3: Return the Result

Finally, after the for-loop has checked each number in the range, we will return the 'squareNumbers' array, which should now contain all perfect square numbers within the given range.

func findSquareNumbersInRange(start: Int, end: Int)  - > [Int] { 
 var squareNumbers = [Int]() 
 for num in start...end { 
 let root = Int(sqrt(Double(num))) 
 if root * root == num { 
 squareNumbers.append(num) 
 } 
 } 
 return squareNumbers 
 } 

Conclusion

That's it! You now have a Swift function that finds all perfect square numbers within a given range. Remember that this function uses the mathematical property that a number is a perfect square if its square root, rounded to the nearest integer, squared is equal to the original number. This function can be useful in mathematical applications, game development, and many other areas.