Mathematics
Grade6
Easy
Question
Calculate the perimeter of the irregular figure
![](data:image/png;base64,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)
- 20
- 22
- 18
- 10
Hint:
We are given the coordinates of the corner of a figure ABCDEFA. We are asked to find the perimeter of the figure. Perimeter means the length of the border of the shape. To solve this question, we will find absolute distance of all sides. Once we find the absolute distances, we will add them to find perimeter.
The correct answer is: 22
The given coordinates of the figure are:
A is (3,2)
B is (3,4)
C is (7,4)
D is (7,7)
E is (9,7)
F is (9,2)
We have to find the length of the all sides
To find the length we will use the following criteria:
1) If x coordinate is same, we will find the absolute distance using y coordinate.
2) If y coordinate is same we will use the x coordinate to find absolute distance.
3) If the points are in same quadrant, we will have to subtract the absolute distances to find length.
4) If the points are in adjacent quadrants, we will have to add the absolute distances to find length.
All points are in same quadrant.
Side AB:
For this, x coordinate is same. We will use y coordinate.
Absolute distance of the point A = |2|
Absolute distance of the point B = |4|
Length of AB = |4| - |2|
= 2
Side BC:
For this, y coordinate is same. We will use x coordinate.
Absolute distance of the point B = |3|
Absolute distance of the point C = |7|
Length of BC = |7| - |3|
= 4
Side CD:
For this, x coordinate is same. We will use y coordinate.
Absolute distance of the point C = |4|
Absolute distance of the point D = |7|
Length of CD = |7| - |4|
= 3
Side DE:
For this, y coordinate is same. We will use x coordinate.
Absolute distance of the point D = |7|
Absolute distance of the point E = |9|
Length of DE = |9| - |7|
= 2
Side EF:
For this, x coordinate is same. We will use y coordinate.
Absolute distance of the point E = |7|
Absolute distance of the point F = |2|
Length of EF = |7| - |2|
= 5
Side FA:
For this, y coordinate is same. We will use x coordinate.
Absolute distance of the point F = |9|
Absolute distance of the point A = |3|
Length of FA = |9| - |3|
= 6
To find perimeter, we add all sides.
Perimeter of the figure ABCDEFA = AB + BC + CD + DE + EF + FA
= 2 + 4 + 3 + 2 + 5 + 6
= 22 units
Therefore, the perimeter of given figure is 22 units.
An absolute distance is the length of the point from the respective axis. If x coordinate is same then its length is measured from x axis. It is a positive quantity. We can use distance formula to find the length of sides of rectangle too.