Suppose you have a calculator with no square root button, but you really need to calculate the square root of x . What do you do? You guess! (Carefully, of course.) For example, suppose you need to calculate 27 . You would first guess that 1 is your answer. Definitely not close enough because 1^2 is not close to 27. A second better guess is (1 + 27/1)/2, which is 14. Still not close enough because 142 is not close to 27. A third better guess is (14 + 27/14)/2 = 7.9642..., which is still not close enough, but is closer! Keep going until your guess is accurate enough. If a particular guess, n, is not close enough to being an accurate square root of a number x, we can produce a new and better guess by calculating (n + x/n) / 2. For your algorithm, "accurate enough" means accurate to three decimal places. 0. Declare variables

0.1 Declare X as number inputted

0.2 Declare GUESS as current guess

0.3 Declare TEMP as current squared value

1. Input square root

1.1 Output "Insert the number to be square rooted"

1.2 X <- keyboard

2.GUESS <- 1

3. TEMP <-1

4. Loop while TEMP != X

4.2 TEMP <- N * N

4.3 N <- (N + X/N) / 2

5. Output "The square root of", X, "is estimated to be", N

6. STOP That is my answer, please help fix it and correct it