# What is the vertex form of #y=6x^2+14x-2#?

##### 1 Answer

So your vertex =

#### Explanation:

Vertex form is:

To put the function in vertex for we have to complete the square with the x values:

first isolate the term with x:

to complete the square the following must be done:

the Square is:

In your function

now add the c in to both sides of the equation, remember on the left we must add in 6c since the c on the right in inside the factored portion:

now solve for c:

Finally we have vertex form:

**So your vertex = #(-7/6, -61/6)#**

graph{6x^2+14x-2 [-19.5, 20.5, -15.12, 4.88]}