Put the equation y = x²  8x + 7 in the form y = (x  h)² + k
y = a(x  h)² + k is “vertex form” for a quadratic equation, where a is the stretch or compression,
h is the xcoordinate of the vertex, and k is the ycoordinate of the vertex. You can get there by completing the square. Take half of the coefficient of x, square it, then add it and subtract it all from the right side. y = x²  8x + 7 y = x²  8x + 16 + 7  16 {took half of 8, got 4, squared it, got 16….then added and subtracted 16 from right side} y = (x  4)²  9 {factored the x²  8x + 16 into (x  4)², also combined 7 and 16} Ask Algebra House
0 Comments
Your comment will be posted after it is approved.
Leave a Reply. 
Archives
October 2022
