Yard is a measure of length; there is no standard conversion to area. Different figures of the same length, or of the same perimeter, can have different areas.
None. 200 square metres is a measure of area - in 2-dimensional space. A length is a measure in 1-dimensional space. The two measure different things and it makes no sense to try to convert from one to the other.
Objects of different shapes have different mass-to-area ratios. For two similar objects, the volume is proportional to the third power of its length, but the surface area proportional to the second power of its length. For example, doubling the length would give you 8 times as much volume, and 4 times as much area.
A scalene triangle makes it scalene because all sides have different length.
You don't. A square foot is a measure of area. A metre is a measure of length. The two measure different things and it makes no sense to try to convert from one to the other.
Its length
Yard is a measure of length; there is no standard conversion to area. Different figures of the same length, or of the same perimeter, can have different areas.
If you pretend that the width is X .Then you'll know that X times length = area. So if you say the length is 5 ,then the area is 10 the X must be 2 so the width is 2you simply work out what times the length makes the area.
None. A square millimetre is a measure of area whereas a metre is a measure of distance (or length). The two measure different things and it makes no sense to try to convert from one to the other.
There are many different types of networks which include Local Area Networking (LAN), Wide Area Networking (WAN) and Metropolitan Area Networks (MAN) among others. The area of coverage is what mainly makes then different.
1d has only the length, but 2d has both the length and width
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None. 200 square metres is a measure of area - in 2-dimensional space. A length is a measure in 1-dimensional space. The two measure different things and it makes no sense to try to convert from one to the other.
Area is just the area inside a shape. An example would be to get an area of a rectangle or square, you would just multiply the length times the width.
Objects of different shapes have different mass-to-area ratios. For two similar objects, the volume is proportional to the third power of its length, but the surface area proportional to the second power of its length. For example, doubling the length would give you 8 times as much volume, and 4 times as much area.
It depends on what information you do have. The length and area, the length and diagonal, the length and perimeter, etc. Each set generates a different answer.
For a rectangle, this would be the multiplication of the two different length sides.