Question

Circle describe and correct each error Graph 2x=6y+8 using slope intercept form.X=3y+4M=3Y-int =4

Answer 1

Given:

Given that a graph of

`2x=6y+8`

And

`\begin{gathered} m=3 \\ y-int=4 \end{gathered}`

Required:

To find the error in the given statement.

Step-by-step explanation:

Slope-intercept form is

`y=mx+b`

where m is the slope and b is the y-intercept.

Consider the given equation

`2x=6y+8`

Here the slope intercept form is,

`\begin{gathered} 2x=6y+8 \\ 6y=2x-8 \\ y=(2x)/(6)-(8)/(6) \\ y=(x)/(3)-(4)/(3) \end{gathered}`

Now the slope is,

`m=(1)/(3)`

And y-intercept is,

`y-int=-(4)/(3)`

The correct graph is,

Final Answer:

The error is,

Intercept form:

`\begin{gathered} x=3y+4 \\ m=3 \\ y-int=4 \end{gathered}`