Question

9) write in standard formthrough: (4,4), parallel to y=-6x + 5

Answer 1

Data

Point (4, 4)

Equation

y = -6x + 5

Procedure

As the straight line is parallel we use the same slope of the original straight line.

m = -6

Now we will calculate y-intercept

`\begin{gathered} b=y-mx \\ b=4-(-6)\cdot4 \\ b=4+24 \\ b=28 \end{gathered}`

The equation would be:

`y=-6x+28`
`6x+y=28`

Now in the standard form: 6x+y=28