Answer:

Explanation:
A point-slope equation requires two values in order to write it: one coordinate and the slope.
First, find the slope between the two given points. To find the slope, you would subtract the first Y from the second Y and the first X from the second X. Y goes on top of the fraction bar, making the equation look like this:
Then, simplify the slope equation:

The slope is -6.
Finally, choose one of the coordinates. For this, I'll pick (1, 6).
The point-slope equation is

So, simply fill in the
,
, and
spots with the value we have found.
is the slope, so replace it with -6.
= 6
= 1
Final answer:
