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๐Ÿ‡ฉ๐Ÿ‡ฐ All calculations are based on Danish rules, rates, and currency (DKK). This calculator is translated for convenience but applies exclusively to Denmark.

Area and Perimeter Calculator

This calculator helps you find the area and perimeter for two of the most common geometric shapes: rectangles and circles. Area and perimeter are fundamental concepts in geometry, used in many everyday situations - from calculating the size of a room to figuring out how much fencing you need for your garden.

Rectangles

A rectangle is a quadrilateral where all angles are 90 degrees. The area is calculated by multiplying the length by the width (A = l x w), and the perimeter is the sum of all four sides (P = 2 x (l + w)). For example, a rectangle with length 10 m and width 5 m has an area of 50 mยฒ and a perimeter of 30 m.

Circles

For a circle, the area is calculated using the formula A = pi x rยฒ, where r is the radius. The circumference is calculated using the formula C = 2 x pi x r. In this calculator, the "Length" field is used as the radius for the circle. A circle with radius 10 m has an area of approximately 314.16 mยฒ and a circumference of approximately 62.83 m.

Practical Applications

Calculating area and perimeter is useful in many contexts: flooring, painting walls, gardening, construction, and much more. For example, if you need to lay new flooring in a room, you need to know the area to buy the right amount of material. If you need to put up a fence, you need the perimeter.

Tips for Use

Select shape 1 for rectangle or shape 2 for circle. For rectangles, enter both length and width. For circles, only the length field is used as the radius - the width field is ignored. The result is rounded to two decimal places.

Frequently Asked Questions

Hvordan regner man areal og omkreds ud?

๐ด = ๐‘™ โ‹… ๐‘
2 โข ๐‘‡ = ๐‘Ž โ‹… ๐‘
๐ด = ๐œ‹ โ‹… ๐‘Ÿ 2.

Er omkreds og areal det samme?

Omkreds og areal er to forskellige mรฅlinger af den samme form, med hver deres mรฅleenheder ; - lineรฆre mรฅleenheder til omkreds, nรฅr man skal bestemme lรฆngden af kanten af en given form. Det er muligt at รฆndre arealet uden at รฆndre omkredsen. Der findes former der har samme areal men forskellig omkreds.

Sources