RATIO
ideas on height and distances project with examples
height, wieght, temperature, distance etc.
distance between cities, length of a long beach, height of a commercial flight
The shortest distance from the given information will be its height
The absolute error is 0.1 inch.
Shoe size in cm. Person's height in m. Distance to Chicago in km.
It is pounds. An inch is the measuring unit for height. A pound is the measuring unit for weight. The logic is as follows. height, weight -> (measuring unit for height), (measuring unit for weight) Some similar examples, If it were "height, distance and inches." the missing word would be "miles" If it were "height, age and inches." the missing word would be "years"
Height ... how tall is that basketball player? Distance ... how far can I spit a lugie?
Formula for working out height of a tree is (distance from eye to base of tree/distance from eye to base of stick) x length of stick = tree height.(distance from eye to base of tree/distance from eye to base of stick) x length of stick = tree height is the formula for working out height of a tree.
It is pounds. An inch is the measuring unit for height. A pound is the measuring unit for weight. The logic is as follows. height, weight -> (measuring unit for height), (measuring unit for weight) Some similar examples, If it were "height, distance and inches." the missing word would be "miles" If it were "height, age and inches." the missing word would be "years"
Spacing Height Ratio is defined as the ratio of the distance between adjacent luminaires (centre to centre), to their height above the working plane. If you know SHR and the height, the distance apart D is pretty straight forward. You then need to check absolute limits such as SHR (Transverse), SHR (axial) and SHR Max. You can also use the following as a quick means check: SHR(Nominal) = (1/Hm) x (Square root(Area/N)) Where Hm is mounting height, N is number of luminaires. Regards
The sheave height is the distance between the shortest distance from the tip of the sheave (commonly called a "boom") and the ground. It is common to discuss the sheave height with respect to a piece of equipment and get a number which is the maximum sheave height.