It is: 9/10*9/10 = 81/100 or 0.81 square units
The answer depends on the shape of the prism.If the prism has bases that are polygons with area B square units and perimeter P units, and if theprism is L units long, then the total surface area = 2B + PL square units.The answer depends on the shape of the prism.If the prism has bases that are polygons with area B square units and perimeter P units, and if theprism is L units long, then the total surface area = 2B + PL square units.The answer depends on the shape of the prism.If the prism has bases that are polygons with area B square units and perimeter P units, and if theprism is L units long, then the total surface area = 2B + PL square units.The answer depends on the shape of the prism.If the prism has bases that are polygons with area B square units and perimeter P units, and if theprism is L units long, then the total surface area = 2B + PL square units.
To find the area of a rectangle, you multiply its length by its width. For a rectangle that is 13 units long and 9 units wide, the area is calculated as 13 x 9 = 117 square units. Therefore, the area is 117 square units.
If a square has an area of 12 square units, then as all its sides are the same length (by definition), each side will be √12 units longs, ie approx 3.46 units long.If you mean a Rectangle has an area of 12 square units and one side is 2.1 units long, then the other side is:area_rectangle = length × width→ width = area_rectangle ÷ length→ width = 12 units² ÷ 2.1 units→ width = 5 5/7 units ≈ 5.7 units.The "height" is approx 5.7 units long.
The area of square is : 1600.0
The dimensions 16x20 refer to a rectangle that is 16 units wide and 20 units long. If you are looking for the area, it can be calculated by multiplying the two dimensions, resulting in an area of 320 square units.
The answer depends on the shape of the prism.If the prism has bases that are polygons with area B square units and perimeter P units, and if theprism is L units long, then the total surface area = 2B + PL square units.The answer depends on the shape of the prism.If the prism has bases that are polygons with area B square units and perimeter P units, and if theprism is L units long, then the total surface area = 2B + PL square units.The answer depends on the shape of the prism.If the prism has bases that are polygons with area B square units and perimeter P units, and if theprism is L units long, then the total surface area = 2B + PL square units.The answer depends on the shape of the prism.If the prism has bases that are polygons with area B square units and perimeter P units, and if theprism is L units long, then the total surface area = 2B + PL square units.
2.6 (units) long, but 6.8 (units) wide contains an area of 17.68 (square units).
10 units.
To find the area of a rectangle, you multiply its length by its width. For a rectangle that is 13 units long and 9 units wide, the area is calculated as 13 x 9 = 117 square units. Therefore, the area is 117 square units.
The perimeter of a square is the sum of the lengths of its sides, while the area is the square of one of its sides. That is, if each side is S units long, then Perimeter = 4*S units and Area = S*S square units.
Each side of the square is 12 units long.12 x 12 = 144
If a square has an area of 12 square units, then as all its sides are the same length (by definition), each side will be √12 units longs, ie approx 3.46 units long.If you mean a Rectangle has an area of 12 square units and one side is 2.1 units long, then the other side is:area_rectangle = length × width→ width = area_rectangle ÷ length→ width = 12 units² ÷ 2.1 units→ width = 5 5/7 units ≈ 5.7 units.The "height" is approx 5.7 units long.
324 units
The area of a rectangle is length times width.In this case, it is 10 x 9 = 90 square units.
The area of square is : 1600.0
If each edge is 5 units long, then the total surface area is 5*sqrt(3) = 8.6603 square units, approx.
The dimensions 16x20 refer to a rectangle that is 16 units wide and 20 units long. If you are looking for the area, it can be calculated by multiplying the two dimensions, resulting in an area of 320 square units.