Step (i) *a* = 1 [no action necessary in this example]

Step (ii) Rewrite the equation with the constant term on the right side.

x^{2}+ 10x= 4

Step (iii) Complete the square by adding the square of
one-half of the coefficient of *x* to both sides. In this
case:

`(10/2)^2=5^2=25`

`x^2+ 10x + 25 = 4 + 25``x^2+ 10x + 25 = 29 `

Step (iv) Write the left side as a square:

`(x + 5)^2= 29`

Step (v) Equate and solve

`x+5=+-sqrt(29)`

`x=-5+-sqrt(29)`

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