![]() Below is a snapshot of how the drop-down box would like upon choosing length, width as selection – In order to enter these values, we shall select the option length, width in the drop-down section of the Given box in the rectangle calculator. Let us take an example, where we have been given the length of the rectangle as 8 cm and the width of the rectangle as 5 cm. There can be multiple options to choose from such as length and width, length and diagonal, length and perimeter etc. Step 2 – Once we have selected that we wish to find the area, the next step is to let the calculator know what the information available for finding the area is. Below is a snapshot of how this option can be selected in the rectangle calculator. Step 1 – The first step is to select the option of solving for the area. The following steps are required to be taken in order to find the area of a rectangle using a rectangle calculator – Hence, Area of the rectangle = (4.5 x 1.6) m 2 = 7.20 m 2 How to find the area of a rectangle using the rectangle calculator? The formula for finding the area of a rectangle is given by –įind the area, in square metres, of a rectangle whose length = 4.5 m and breadth = 1.6 m. The formula for finding the area of a rectangle The area of a rectangle is basically the product of its length and breadth. The area of a rectangle depends upon its length and breadth. But, unlike square where the length and the breadth are the same, in rectangle, we have different dimensions of length and breadth. A rectangle is a type of quadrilateral that is similar to a square in the fact that it has equal opposite sides and four right angles. Using a rectangle calculator to calculate the length and breadth of a rectangle using its area?Ī rectangle is a type of quadrilateral that has equal opposite sides and four right angles. ![]() How to calculate the length and breadth of a rectangle using its area?.How to find the area of a rectangle using the rectangle calculator?.The formula for finding the area of a rectangle. ![]() The perimeter of a square with an area of 2, 025 m 2 \mathrm 4 2, 025 m 2 , which gives us 4(45 m ), which gives us 180 m. Perimeter is always measured in linear units, which is derived from the area's square units. To get the perimeter from the area for a square, multiply the square root of the area times 4. The relationship between area and perimeter of a square is that perimeter is 4 times the square root of the area. Please work through each question before checking your answers. Please find the perimeter of this figure, a square:įind the perimeter from area example problem Perimeter is always measured in what type of units: linear, square, or cubic? Please explain how to get the perimeter from the area for a square. What is the relationship between area and perimeter of a square? Solve these questions, then check your work against our answers below. See how well you can find your way around geometric figures. The formula works, and it works every time, with every circle. Yup, that’s a mighty big circle! But the math is correct.
0 Comments
Leave a Reply. |
AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |