Area and Perimeter of Polygons (Grade 10)

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Area and Perimeter of Polygons

1. 
What is the perimeter of the polygon with corners at the coordinates [math]A(-2,-5)[/math], [math]B(4,-5)[/math], [math]C(1,5)[/math]?
  1. 26.9
  2. 29.3
  3. 12.0
  4. 14.7
2. 
What is the area of the polygon with corners at the coordinates [math]A(-2,-5)[/math], [math]B(4,-5)[/math], [math]C(1,5)[/math], [math]D(7,5)[/math]?
  1. 18
  2. 60
  3. 30
  4. 120
3. 
What is the perimeter of the polygon with corners at the coordinates [math]A(-2,-5)[/math], [math]B(4,-5)[/math], [math]C(1,5)[/math], [math]D(7,5)[/math] ?
  1. 18
  2. 26.9
  3. 25
  4. 32.9
4. 
What is the area of the polygon with corners at the coordinates [math]A(-2,-5)[/math], [math]B(4,-5)[/math], [math]C(1,5)[/math] ?
  1. 26.9
  2. 60
  3. 30
  4. 12.5
5. 
What is the perimeter of the polygon with vertices at the following coordinates? [math] (2,7), (4,7), (6,-1), (0,-1)[/math]
  1. 32
  2. 24.49
  3. 25.09
  4. 21.30
6. 
What is the area of the polygon with corners at the coordinates [math]A(2,-5)[/math], [math]B(4,-5)[/math], [math]C(4,0)[/math], [math]D(3,5)[/math], [math]E(2,0)[/math]?
  1. 15
  2. 20
  3. 25
  4. 12.5
7. 
Find the area of the triangle with vertices at (-3,4), (6,3), and (2, -1).











8. 
On the following coordinate plane, plot the following points:
A(1,1); B(6,1); C(8,1); D(10,1); F(3,4); J(8,4); and K(12,4).

Connect the following points with line segments. AF, AD, FK, KD, JD, JC, and JB.

Find the area of the following figures:

a) Parallelogram BDKJ

b) Parallelogram ADKF

c) Triangle BCJ
Grid 10x10



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