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area ~ A Maths Dictionary for Kids Quick Reference by Jenny EatherHow to Find Area and Perimeter? (Explained w/ 7+ Examples!)The Definitive Guide for AREA (noun) definition and synonyms - Macmillan DictionaryExample: These shapes all have the very same location of 9: It helps to imagine how much paint would cover the shape.  warwickshire  of Simple Shapes There are unique solutions for particular shapes: Example: What is the location of this rectangular shape? The formula is: Location = w hw = widthh = height The width is 5, and the height is 3, so we understand w = 5 and h = 3: Location = 5 3 = 15 Find out more at Area of Aircraft Shapes.Area of Square - JavaTpointApproximate Location by Counting Squares In Some Cases the squares don't match the shape precisely, however we can get an "approximate" answer. One method is: more than half a square counts as 1 less than half a square counts as 0 Like this: This pentagon has an area of approximately 17 Or we can count one square when the areas seem to build up.1 meters: The formula is: Location = r2 Where: The radius is 2. 1m, so: Area = 3. 1416 ... (2. 1m)2 = 3. 1416 ... (2. 1m 2. 1m) = 13. 854 ... m2 So the circle has an area of 13. 85 square meters (to 2 decimal locations) Area of Difficult Shapes We can often break a shape up into 2 or more simpler shapes: Example: What is the area of this Forming? Let's break the location into 2 parts: Part A is a square: Area of A = a2 = 20m 20m = 400m2 Part B is a triangle.The Best Guide To Sugarloaf: HomeLocation of B = b h = 20m 14m = 140m2 So the overall area is: Location = Location of A + Area of B Area = 400m2 + 140m2 Area = 540m2 Location by Including Up Triangles We can also separate a shape into triangles: Then measure the base (b) and height (h) of each triangle: Then calculate each area (utilizing Location = b h) and include them all up.There is an Area of a Polygon by Drawing Tool that can assist too.In geometry, the location can be defined as the space inhabited by a flat shape or the surface of a things. The location of a figure is the number of unit squares that cover the surface of a closed figure. Location is measured in square units such as square centimteres, square feet, square inches, etc.