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To draw a flowchart to check if a number is a perfect square, you would start with a start/end symbol. Then, you would input the number to be checked. Next, you would use a decision symbol with a condition to check if the square root of the number is an integer. If it is, the flowchart would output that the number is a perfect square; if not, it would output that the number is not a perfect square. Finally, you would end the flowchart.
The square root of 20 is an irrational number that can be expressed as 2 times square root of 5
The square root of 64.36 is an irrational number. Consequently you cannot find the root using a factor tree.
You can have an approximation of the root using the calculator (doing it by hand is another story). However, keeping the number as a square root and simplifying the root is usually acceptable.
To find the square root of a given number using the 8086 microprocessor, you can implement the Newton-Raphson method in assembly language. First, load the number into a register, then set an initial guess for the square root. Use the iterative formula guess = (guess + number / guess) / 2 until the guess converges to a stable value. Finally, store or display the result.