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 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.
It is the length of an object, where the measurement is rounded to the nearest 0.5 inches.
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.