Which equation completes the square to create an equivalent equation in the form of (x-p)^2=q x^2-4x+2=0 Show your work here (x-2)^2=-10 (x-4)^2=2 (x-2)^2=2 (x-1)^2=23

Question

Which equation completes the square to create an equivalent equation in the form of (x-p)^2=q x^2-4x+2=0 Show your work here (x-2)^2=-10 (x-4)^2=2 (x-2)^2=2 (x-1)^2=23

Answer 1

## Step 1: Rewrite the equation### Move the constant term to the right side of the equation.

## Step 2: Complete the square### Add

to both sides of the equation. Here,

, so

.

## Step 3: Simplify### Simplify both sides of the equation. The left side becomes a perfect square trinomial, and the right side simplifies to a constant.

Question

Which equation completes the square to create an equivalent equation in the form of (x-p)^2=q x^2-4x+2=0 Show your work here (x-2)^2=-10 (x-4)^2=2 (x-2)^2=2 (x-1)^2=23

Solution

Answer

Explanation