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On a coordinate plane, triangle L M N is shown. Point L is at (negative 3, 4), point M is at (negative 3, negative 1), and point N is at (2, negative 1).
What is true about triangle LMN? Check all that apply.

Respuesta :

emilypetro84

Answer:

I'll just give you the answers for the whole thing, i'm talking about the answers for the instructions for e d g e n u i t y

I hope this helps

Step-by-step explanation:

1.) 1, 4, 5

2.) slope AB= 5

    slope DC= -1/5

    slope BC= 2/3

    slope AD= 2/3

    only one pair of opposite sides is parallel

3.) Bisects each other

    (2,2)

    Have the same midpoint

4.) 4/3

    4/3

    5

    5

The triangle is right angled isosceles

What is a triangle?

A figure bounded by 3 sides and all the internal angles add up to 180 ° is called a triangle.

How to find out which one is true about the triangle?

  • The coordinates of point L is (-3,4)
  • The coordinates of point M is (-3,-1)
  • The coordinates of point N is (2,-1)

Slope of the side LM is infinite and slope of side MN is 0

So the triangle must be right angled.

  • Since the line LM is purely vertical and the line MN is purely horizontal.

Now the distance of points L and M is 5

The distance between points M and N is 5

So, the sides LM and MN are equal.

So the triangle is isosceles.

Find more about "Triangles" here : https://brainly.com/question/2217700

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