105k views
0 votes
Triangles and Parallel Lines‼️ Help Please❓Find MJ? LM=12, NK=15, LN=20.

Triangles and Parallel Lines‼️ Help Please❓Find MJ? LM=12, NK=15, LN=20.-example-1
User Vinayak B
by
5.4k points

1 Answer

2 votes

Answer:

MJ = 9

Explanation:

Since JK is parallel to MN and MN intersects the 2 sides, then MN divides the 2 sides in proportion, that is


(LM)/(MJ) =
(LN)/(NK), substitute values


(12)/(MJ) =
(20)/(15) ( cross- multiply )

20MJ = 180 ( divide both sides by 20 )

MJ = 9

User Invisible Squirrel
by
4.9k points