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A little under 2 feet.
There does not seem to be an under vector room, but there is vector space. Vector space is a structure that is formed by a collection of vectors. This is a term in mathematics.
.79 inches on a ruler is just shy of 0.8 inches, which is just under the 13/16 inch mark. On a standard ruler, you can find .79 inches by measuring slightly before the 13/16 inch line. It's approximately three-quarters of an inch, making it just a little less than 8 tenths of an inch.
On a ruler, 0.33 inches is slightly more than one-third of an inch. It is positioned between the 1/4 inch mark (0.25) and the 1/2 inch mark (0.5). You can estimate it as just under the 3/8 inch mark, which is approximately 0.375 inches. If measuring in centimeters, 0.33 inches is about 0.84 cm.
The depth is the same as the height - only it is measured in the opposite direction!=============================The depth to which the tank is filled may not be the same as the measuredheight of the tank. This fact is of paramount importance to the fish.To find the depth of the water:-- Take a ruler. This can be the same one used to measure the heightof the tank.-- Hold the ruler vertically, with the ' 1 ' mark positioned one inch fromthe bottom end.-- Insert the ruler into the water in the tank. Insert progressively untilthe bottom end of the ruler contacts the bottom of the tank. Then stop.-- Remove the ruler, and quickly examine it under a strong light.-- With the help of the various markings on the ruler, determine the lengthof the wet portion of the ruler. Write down your observation, as the rulerwill be completely dry in a few moments and the data will be lost.-- The number you have written down is the "depth" of the water in the tank.It is either equal to or less than the height of the tank. If it is greater thanthe height of the tank, there has been an error in the implementation of themensuration protocol, and the entire process must be repeated.