B LM and NP if L (-2, 2) M (2,5) and N (0,2) P (3,-2)

Are they parallel, perpendicular, or neither?

Perpendicular to each other.

Step-by-step explanation:

slope of LM (m1)

= (5-2) / [2 - (-2) ]

=3/4

slope of NP (m2)

= (-2-2) / (3-0)

=-4/3

For LM and NP to be parallel, their slopes must be equal,

But m1≠ m2

For LM and NP to be perpendicular, their product of slopes must be equal to - 1,

m1 * m2

= (3/4) * (-4/3)

= - 1