No matter what the length or width, a dollar just never stretches far enough any more. Anyway, the length and width of the dollar bill and the diameter and thickness of the dollar coin have varied over time and across nations. (The dollar does not originate in America!) The United States dollar is presently about 6.13 inches long, and about 2.61 inches high. You'll find more precise figures floathing around, but that precision is really spurious. Dollar bills aren't made exactly the same size, and don't stay the size they were made, as they are crumpled and splashed. (Put a dollar bill in liquid ammonia for a while; it will discernibly shrink.)
height*length*width = volume Divide both sides by length*width to find the height: height = volume divided by length*width
volume = length*height*width Rearrange the formula: length = volume/height*width
perimeter 24 so length + width half of that ie 12. Length 3 times width must be 9 and width 3.
Length = 20 m and width = 9 m
If the area is already given, there should also be either width or length given. Do the area, divided by the length or the width. For example, the area divided by the width equal the length. Hope it helps.
Area = Length*Width so Width = Area/Length = 100.75/15.5 = 6.5 units.
perimeter = length + length + width + width = 2*length + 2*width = 36 length = 5*width 2*(5*width) + 2*width = 36 12*width = 36 width = 3 length = 15
Area = length x width Length = area/width
Length / Width
Length and width
If Length * Width = Area, then Area ÷ width = Length
Area = (length) times (width)Length = (area) divided by (width)Width = (area) divided by (length)
No. It has NO length, NO width, NO height. Only a position.No. It has NO length, NO width, NO height. Only a position.No. It has NO length, NO width, NO height. Only a position.No. It has NO length, NO width, NO height. Only a position.
perimeter = (2*length) + (2*width) length = 2*width so perimeter = (2*2*width) + 2*width = 6*width perimeter = 48 so you can figure out the width and length
It is 2*(Length + Width).
The width is the smaller length.
its length times width