What is this measurement called?
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The term perimeter refers to the coverage of the length of a figure from the outside. At the same time, the area is known as the object's surface. For different sets of figures, there are different formulas.
Here, all different figures consist of different perimeters and areas. These are:
The perimeter of the square is 4a, and its area is a^2.
Note: In the formula, a is the side of a square.
The rectangle's perimeter is 2 (l + b), and its area equals l x b.
Note: In the formula, l & b are the length and breadth of the square.
The circle's perimeter is 2πr, and its area is equal to πr^2.
Note: r is the radius of a circle, i.e., r = 2d (d = diameter)
The triangle's area is equal to ½ x b x h.
The parallelogram's area is b x h.
To get the area and perimeter of a closed figure, we have to consider all figures in one unit. Only then do we have to apply the formula to get the results.
Work through Perimeter and Area with these lessons.
5 questions to build confidence. Choose an answer, then explore the explanation.
The answer key for this sample question is not available yet.
The answer key for this sample question is not available yet.
Answer: A. The perimeter of the similar hexagon is 3 times the perimeter of the original hexagon.
In similar figures, all linear measures scale by the same factor. Tripling the side length triples the perimeter.
Answer: D. 64pi-256
The shaded area expression should subtract the inner square area from the circle area, giving 64π-256.
Answer: B. 11 cm
Use A = 1/2 bh: 49.5 = 1/2 × 9 × h, so h = 11.
Continue with Class 7, Math and Perimeter and Area.