Question

+ Type a messageSend2Help Mark use completing the square with the algebra tiles to convert this standard form equation to vertexform. Draw the tiles using this method and show the algebraic steps that take you from this equation to itsequivalent vertex form. Then state the vertex.014Show Your WorkCorrect answer y=xThis assignment has been submitted and is no longer editable.Client time: 5/13/2021, 6:06:10 PM (America/Los_Angeles)Server time: 5/13/2021, 6:06:10 PM (-70.44)Missing.omeos StommKB

Answer 1

From the image.

we have

1 y

1 x^2

6 x

8 (1squares)

We can write the standard equation as

`y=x^{2^{}}+\text{ 6x +8}`

But we need to express it in vertex form y = a(x-h)^2 + k where (h,k) is the vertex

to complete the squares we need to express the equation as

y = (x^2+6x+8+__)-___

to complete the square we need to add +1 inside the parenthesis and -1 outside

y = (x^2+6x+8+1)-1

We can express the equation

y = (x+3)^2 -1

`y=(x+3)^2-1`