Perimeter Calculator is a free online tool that displays the perimeter of the rectangle. BYJU’S online perimeter calculator tool makes the calculation faster, and it displays the perimeter value in a fraction of seconds. Show
How to Use the Perimeter Calculator?The procedure to use the perimeter calculator is as follows: What is Meant by the Perimeter?In mathematics, the perimeter is defined as the length of the boundary of any two-dimensional shape. The perimeter can be found for different geometric shapes such as triangle, square, rectangle, pentagon, hexagon, heptagon, octagon, etc. The perimeter of the
rectangle is the sum of the sides of the rectangle. Since the opposite sides of the rectangle are of equal length, the perimeter of the rectangle is given as Here, the list of perimeter calculators for various geometrical shapes is provided to make your calculations easier.
This online calculator calculates area of convex quadrilateral (rectangles too) given coordinates of four vertices (corners) Articles that describe this calculator
Area of rectangle by coordinatesVertices (one vertex per line, x and y coordinates separated by semicolon) Calculation precision Digits after the decimal point: 2 Calculators used by this calculator
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PLANETCALC, Area of rectangle by coordinates Formula for the perimeter of a rectangleThe perimeter of a rectangle is the length of the boundary around the figure. You can find the perimeter of a rectangle by calculating the sum of the length of its four sides. Sometimes you’ll see the perimeter formula as ???P=2l+2w??? where ???l??? is the length of the rectangle, and ???w??? is the width of the rectangle. Hi! I'm krista. I create online courses to help you rock your math class. Read more. How to find the perimeter of a rectangle using the rectangle’s length and widthTake the courseWant to learn more about Geometry? I have a step-by-step course for that. :)Examples of different ways to find the perimeter of a rectangleExample What is the perimeter of the rectangle? You can find the perimeter by plugging the length and width that we’ve been given into the formula for the perimeter. ???P=2l+2w??? ???P=2(20)+2(16)??? ???P=40+32??? ???P=72\text{ in}??? Remember that opposite sides of a rectangle are equal in length, so you could also find the perimeter by adding all of the side lengths together. ???P=20+16+20+16??? ???P=72\text{ in}??? Sometimes you’ll be given the coordinates of a rectangle in a coordinate plane and asked to find the perimeter. Example A rectangle has one vertex at ???(1,1)??? and the opposite vertex (the vertex that’s connected to ???(1,1)??? by the diagonal) is at ???(8,7)???. What is the perimeter of the rectangle? Drawing a sketch of the rectangle on the coordinate plane can help, so start by plotting the points. Now draw in the rectangle. Count the length of each side. Add the side lengths to find the perimeter. ???P=6+7+6+7=26\text{ units}??? Other times you might need to perform a few calculations first before you can find the perimeter. Remember that opposite sides of a rectangle are equal in length, so you could also find the perimeter by adding all of the side lengths together. Example What is the perimeter of the rectangle that has an area of ???96\text{ units}^2??? and a length of ???8??? units? We need to know the dimensions of the rectangle in order to find its perimeter. We know the area is ???96\text{ units}^2??? and that is has a length of ???8??? units. ???A=lw??? ???96=8w??? ???w=12??? Now we can find the perimeter. ???P=2l+2w??? ???P=2(8)+2(12)??? ???P=40??? units Get access to the complete Geometry courseLearn mathNovember 30, 2020math, learn online, online course, online math, geometry, rectangles, perimeter, perimeter of a rectangle, rectangular perimeter, area and perimeter, length and width, two parallel sides How do you find the area of a rectangle with coordinates?The area of rectangle can be found by multiplying the width and length of the rectangle. To find the length of the rectangle compare the x values of two of the coordinates: Since the length is . To find the width of the rectangle we need to look at the y coordinates of two of the points.
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