Question

Line k has a slope of 2/3. Find the slope of a line parallel to line k.

Answer 1

2/3

Explanation:

Parallel lines have the same slopes. Therefore,

`m_(k) =m_(p)`

The slope of line k (
`m_(k)`) will be equal to the slope of the line parallel to k (
`m_(p)`).

We know that the slope of line k is 2/3.

`m_(k)=(2)/(3)`

Therefore, the slope of the line parallel to line k is also 2/3.

`(2)/(3)=m_(p)`

The slope of a line parallel to line k is 2/3.

Answer 2

We have to remember

slope = m

if the slope of line is parellel so it will be the same with other slope

m1= m2

2/3= 2/3

so the answer is 2/3

hope it helps ^°^