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A triangular park has a walkway that is perpendicular to one of the sides of the park and divides that side into two equal parts, as
represented by the diagram.
121 m
2x+1
3x
What is the perimeter of the park?

A triangular park has a walkway that is perpendicular to one of the sides of the park and divides that side into two equal parts as represented by the diagram 1 class=

Respuesta :

michell96

The perimeter of this park based on the x value is equal to 422 m.

How to calculate the perimeter?

Add all the sides of the triangle. This step implies finding the value of x, which is necessary to know the length of two of the three sides.

How to find out x?

Assuming both perpendicular sides are equal, x can be expressed as:

  • 2x + 1 = 121
  • 2x = 121 - 1
  • 2x = 120
  • x = 120/ 2
  • x = 60

This means, the lengths of the sides are:

  • 121 m + 121 m + 180 m (3x) = 422 m

Learn more about triangles in: https://brainly.com/question/16886469

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