Rectangle ABCD contains three other rectangles inside of it.
Calculate the perimeter of rectangle ABCD.
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Rectangle ABCD contains three other rectangles inside of it.
Calculate the perimeter of rectangle ABCD.
Since in a rectangle, each pair of opposite sides are equal to one another, we can deduce that:
We can calculate side AD:
Since side AD is equal to side BC, it is also equal to 8
Now we can calculate side AB:
Since side AB is equal to side CD, it is also equal to 13
Let's calculate the perimeter of rectangle ABCD:
42
Calculate the perimeter of the rectangle below.
Look at the diagram carefully! Add measurements that are in the same direction. For width: 7 + 6 = 13. For height: 5 + 3 = 8.
The numbers 3, 5, 6, and 7 are internal measurements of smaller rectangles, not the sides of rectangle ABCD. You need to combine them to find the actual dimensions.
Trace along each side of rectangle ABCD. The horizontal sides go from A to B and D to C (length = 7 + 6 = 13). The vertical sides go from A to D and B to C (width = 5 + 3 = 8).
The principle stays the same! Always add up measurements along each complete side of the outer rectangle, regardless of how the internal rectangles are positioned.
No! This question only asks for the perimeter of the outer rectangle ABCD. Focus on finding its length and width, then use .
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