Mathematics
Grade6
Easy
Question
Calculate the area of rectangle ABCD.
![](data:image/png;base64,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)
- 10 sq. units
- 14 sq. units
- 12 sq. units
- 8 sq. units
Hint:
Rectangle ABCD is plotted on a x-y graph. We are given the coordinates of the points. We are asked to find the area of the rectangle. Area is the plane enclosed by the border of shape. We will do this by finding the absolute distance of two adjacent sides. And then find the area using the formula of area for rectangle.
The correct answer is: 10 sq. units
The coordinates of the rectangle ABCD are
A is (-3,4)
B is (2,4)
C is (2,2)
D is (-3,2)
We have to find the length of the adjacent 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. 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.
2) If y coordinate is same we will use the x coordinate to find absolute distance.
3) As the points are in adjacent quadrants, we will have to add the absolute distances to find length.
We will consider the side AB as length and BC as breadth
We will find the length of side AB.
For the points A and B, y coordinate is same. We will find the absolute distance using x coordinate.
Absolute distance of the point A = |-3|
Absolute distance of the point B = |2|
Length of AB = |-3| + |2|
= 3 + 2
= 5
Length of the rectangle is 5 units.
We will find the length of side BC.
For the points B and C, x coordinate is same. We will find the absolute distance using x coordinate.
Absolute distance of the point B = |4|
Absolute distance of the point C = |2|
Length of BC = |4| - |2|
= 4 - 2
= 2
Breadth of the rectangle is 2 units.
The formula for perimeter is (length × breadth)
Perimeter of the rectangle ABCD = (length × breadth)
= (5 × 2)
= 10 sq. units
Therefore, perimeter of the rectangle is 10 sq. units.
For such questions, we have to see if the points of the rectangle are in same quadrant or adjacent quadrants. For points in same quadrants, we have to subtract the absolute values. We can use distance formula to find the length of sides of rectangle too.