A meter stick?
A metre stick.
As an area can be any shape, there is no formula for finding length and breadth when given area.But if you have a rectangle:Area = length × breadthWhich can be rearranged to give:Breadth = Area ÷ LengthorLength = Area ÷ BreadthThere is no one solution for this - pick any breadth (or length) and you can work out the length (or breadth) of the rectangle so that it has the given area.For example, If a rectangle has an area of 12 m² it could have dimensions:breadth = 1 m → length = 12 m² ÷ 1 m = 12 mbreadth = 2 m → length = 12 m² ÷ 2 m = 6 mbreadth = 3 m → length = 12 m² ÷ 3 m = 4 mAll those rectangles: 1m by 12 m, 2 m by 6 m, 3 m by 4m have an area of 12 m²The lengths need not be whole numbers, giving further rectangles, for example:breadth = 0.5 m → length = 12 m² ÷ 0.5 m = 24 mbreadth = 1.5 m → length = 12 m² ÷ 1.5 m = 8 mbreadth = 2.5 m → length = 4.8 m
m to the second power means multiply m by itself, or m x m.
0.2911 cm
A small paperclipA noodleA bugA coin
Wombats average 1 m in length, but can reach 1.3 m.
if length is 1 cm then meters are .01 m
the measuring ruler that we use are the object which has length of 15 cm. 1 ruler =15 cm.
1/object distance + 1/ image distance = 1/focal length
By unit of length and mass and conversion ,we can say that m 1 cm=10 m
A metre stick.
As an area can be any shape, there is no formula for finding length and breadth when given area.But if you have a rectangle:Area = length × breadthWhich can be rearranged to give:Breadth = Area ÷ LengthorLength = Area ÷ BreadthThere is no one solution for this - pick any breadth (or length) and you can work out the length (or breadth) of the rectangle so that it has the given area.For example, If a rectangle has an area of 12 m² it could have dimensions:breadth = 1 m → length = 12 m² ÷ 1 m = 12 mbreadth = 2 m → length = 12 m² ÷ 2 m = 6 mbreadth = 3 m → length = 12 m² ÷ 3 m = 4 mAll those rectangles: 1m by 12 m, 2 m by 6 m, 3 m by 4m have an area of 12 m²The lengths need not be whole numbers, giving further rectangles, for example:breadth = 0.5 m → length = 12 m² ÷ 0.5 m = 24 mbreadth = 1.5 m → length = 12 m² ÷ 1.5 m = 8 mbreadth = 2.5 m → length = 4.8 m
It is the length of an object, where the measurement is rounded to the nearest 0.5 inches.
It could be: * 1 m by 38 m * 2 m by 19 m * 1/2 m by 76 m * 1/4 m by 152 m * 1/8 m by 304 m * 1/16 m by 608 m * ... There is no one set size of a rectangle of area 38 m2. As long as width x length = 38 m2 → length = 38 m2 ÷ width As width is usually taken to be the shorter dimension, all rectangles with: width greater than 0 m and less than or equal to √38 (≈ 6.1644) m and the corresponding length given by the formula above will have the required area.
100 cm = 1 m ⇒ 300 cm = 300 ÷ 100 m = 3 m
By unit of length and distance and conversion ,we can say that 1 m =100 cm 1.8 cm= 0.018 m
The difference between a linear meter (LM) and a meter (M) is the same except for the geometrical shape it follows. Linear meter always follow an extended line or a straight line for a given object where as a meter is a more general form or unit of measurement irrespective of a shape (Line, arc or circle). For example: think of an wooden or metal scale of 1 M length which measures only length of an object in straight line where as a 1M flexible tape can be used along a line or for a curvature or for a sharp bend of an object. Both measures length both at times correct interchangeably.