Convert one of the units so that they're both the same unit.
A compound is something that is made up of two or more different elements or units.
The two are measured in different dimensions of units and are therefore incomparable.
Pressure and area are different units. Area is the extent of a surface a two dimensional spatial unit. Pressure is force per area.
The area of a circle with a circumference of forty two units is 140.4 square inches.
area is labelled in square units because, area is a two dimensional quality (LW) and a square is the simplest two dimensional shape to express area in.
You can't.You are trying to convert measurements of two different aspects of things:grams (g - in this case prefixed by kilo- to make kg) are a measure of mass (roughly how heavy something is); whereaslinear feet are a measure of length (how long something is).
Yes, two figures can have the same perimeter and different areas. For example, take a square with a perimeter of 16 units. This means that each side is 4 units, and its area is 16 units squared. Now, take a rectangle with width of 7 units and length of 1 unit. The perimeter of this figure is still 16 units ( (7 x 2) + (1 X 2) ), but its area is 7 units ( 7 x 1 ). This is only a basic example of the application of this problem.
If a rectangular object has an area of four square units, the object could be square and two units on all sides; or it could be a rectangle one unit by four units, or an infinite number of other shapes (a circle with diameter four divided by pi). If an object is four units squared then it is a square with an area of four time four = sixteen units.
Those two units measure different things; they are utterly incompatible. You can't convert them.Those two units measure different things; they are utterly incompatible. You can't convert them.Those two units measure different things; they are utterly incompatible. You can't convert them.Those two units measure different things; they are utterly incompatible. You can't convert them.
Its units and something...
ratios
Time