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Name_______________________________________                 Date ________________________
Mrs. Labuski / Mrs. Portsmore Period ____________           Unit 9 Lesson 6 Polygons in the
                                                            Coordinate Plane OC 6-4
VOCABULARY                         DEFINITION                               EXAMPLE



COORDINATE
  PLANE



1. Calculate the area and perimeter of quadrilateral ABCD if it has vertices at A(-3, 0), B(3, 0),
C(3, 5) and D(-3,5) .




                                        area = ________________ perimeter = ______________

2. Quadrilateral DEFG has vertices at D 6,1 , E 2, 4 , F     5, 4 , and G 1,1 .

(a) Graph DEFG and identify what type of quadrilateral it is. ________________________

(b) Calculate the area of DEFG.




                                                                  area = ________________
3. Polygon ABC has coordinates of A 4,      3 , B 4, 3 and C 4, 3 .

(a) Graph ABC and identify what type of polygon it is. ________________________

(b) Calculate the area of ABC.




                                                                area = ________________

             Some figures may be subdivided into smaller regions so that common
                   area formulas can be used to calculate the overall area.

4. Polygon EFGHI has vertices of E (6,1), F (4, 3), G(-2, 3), H (-2, -1), and J (4, -1).

(a) Graph EFGHI and identify what type of polygon it is. ________________________

(b) Calculate the area of EFGHI.




                                                                area = ________________
Name_______________________________________           Date ________________________
Mrs. Labuski / Mrs. Portsmore Period ____________     Unit 9 Lesson 6 Polygons in the
                                                      Coordinate Plane OC 6-4 Homework

1. Polygon ABC has coordinates: A 3,1 , B 1, 6 , C 5,1 .

(a) Graph ABC and identify what type of polygon it is. ________________________
(b) Calculate the area of ABC.




                                                           area = ________________

2. Polygon QRST has vertices located at Q 2, 3 , R 6, 3 , S 3, 1 and T   5, 1 .

(a) Graph QRST and identify what type of polygon it is. ________________________
(b) Calculate the area of QRST.




                                                           area = ________________
3. Polygon ABCD has vertices A 1, 4 , B 2, 4 , C 4,     4 and D 5,     4.

(a) Graph ABCD and identify what type of polygon it is. ________________________
(b) Calculate the area of ABCD.




                                                             area = ________________
4. Polygon ABCDEF has the coordinates A(4, 0), B(3,3), C(-1, 3), D(-4, 0), E (-1, - 3), and
F (3, - 3).
(a) Graph ABCDEF and identify what type of polygon it is. ________________________

(b) Calculate the area of ABCDEF.




                                                                area = ________________
Unit 9 lesson 6 polygons in the coordinate plane
Unit 9 lesson 6 polygons in the coordinate plane
Unit 9 lesson 6 polygons in the coordinate plane
Unit 9 lesson 6 polygons in the coordinate plane

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Unit 9 lesson 6 polygons in the coordinate plane

  • 1. Name_______________________________________ Date ________________________ Mrs. Labuski / Mrs. Portsmore Period ____________ Unit 9 Lesson 6 Polygons in the Coordinate Plane OC 6-4 VOCABULARY DEFINITION EXAMPLE COORDINATE PLANE 1. Calculate the area and perimeter of quadrilateral ABCD if it has vertices at A(-3, 0), B(3, 0), C(3, 5) and D(-3,5) . area = ________________ perimeter = ______________ 2. Quadrilateral DEFG has vertices at D 6,1 , E 2, 4 , F 5, 4 , and G 1,1 . (a) Graph DEFG and identify what type of quadrilateral it is. ________________________ (b) Calculate the area of DEFG. area = ________________
  • 2. 3. Polygon ABC has coordinates of A 4, 3 , B 4, 3 and C 4, 3 . (a) Graph ABC and identify what type of polygon it is. ________________________ (b) Calculate the area of ABC. area = ________________ Some figures may be subdivided into smaller regions so that common area formulas can be used to calculate the overall area. 4. Polygon EFGHI has vertices of E (6,1), F (4, 3), G(-2, 3), H (-2, -1), and J (4, -1). (a) Graph EFGHI and identify what type of polygon it is. ________________________ (b) Calculate the area of EFGHI. area = ________________
  • 3. Name_______________________________________ Date ________________________ Mrs. Labuski / Mrs. Portsmore Period ____________ Unit 9 Lesson 6 Polygons in the Coordinate Plane OC 6-4 Homework 1. Polygon ABC has coordinates: A 3,1 , B 1, 6 , C 5,1 . (a) Graph ABC and identify what type of polygon it is. ________________________ (b) Calculate the area of ABC. area = ________________ 2. Polygon QRST has vertices located at Q 2, 3 , R 6, 3 , S 3, 1 and T 5, 1 . (a) Graph QRST and identify what type of polygon it is. ________________________ (b) Calculate the area of QRST. area = ________________
  • 4. 3. Polygon ABCD has vertices A 1, 4 , B 2, 4 , C 4, 4 and D 5, 4. (a) Graph ABCD and identify what type of polygon it is. ________________________ (b) Calculate the area of ABCD. area = ________________ 4. Polygon ABCDEF has the coordinates A(4, 0), B(3,3), C(-1, 3), D(-4, 0), E (-1, - 3), and F (3, - 3). (a) Graph ABCDEF and identify what type of polygon it is. ________________________ (b) Calculate the area of ABCDEF. area = ________________