Question

Pls help me! I only have 1 chances

Answer 1

Neither parallel or perpendicular

Explanation:

Parallel lines have the same slope. Perpendicular slopes are the negative reciprocals of each other.

30y +25x = -180 Subtract 25x from both sides

30y + 25x - 25x = -25x - 180

30y = -25x - 180 Divide all the way through by 30

`(30y)/(30)` =
`(-25)/(30)` -
`(180)/(30)`

y =
`(-5)/(6)` - 6

y =
`(-6)/(5)` x + 6

Comparing the 2 equations, we have slope of

`(-5)/(6)` and
`(-6)/(5)`

These slopes are not the same so they are not parallel.

These slopes are not negative reciprocals. so they are not perpendicular.

Perpendicular slopes would be
`(-5)/(6)` and
`(6)/(5)` or
`(-6)/(5)` and
`(5)/(6)`. One slope would have to be negative and the other slope would have to be positive which they are not.

Helping in the name of Jesus.