16 drops of water or any water soluble substance makes 1 ml
Approximately 50 drops; it is recommended to use 1 drop of Lumigan solution per eye.
Assuming the gasoline has the same approximate drop size as water, there are 20 drops per ml. Therefore 2 drops per second = 120 drops/min = 7200 drops/hr = 172800 drops/day = 1,209,600 drops/wk Divide that by 20000 (drops/liter) gives you about 60.5 liters.
There are approximately 20 drops in a milliliter for most liquids. However, this can vary depending on the viscosity and surface tension of the liquid.
gtt stands for "drops" in medical terminology. you need to determine the type of solution [fluid] that you are refering to in order to determine the number of drops. So, for instance, a crystaloid solution [e.g. normal saline] has 20 drops per ml Therefore 8mls would form 8 x 20 drops = 160 drops A colloid solution should as [gelofusine or blood] has only 15 drops per ml therefore 8mls would form 8 x 15 drops = 120 drops Hope this helps.
The cheapest single roll of wallpaper is around 25 dollars. A single roll of wallpaper is 27 square feet. 25 divided by 27= .92 aproximately.
You can buy it from BeSpokeWallpaper.co.uk - i'll warn you its 178 dollars per roll :)
The answer is $340
50*10 = 500 drops.
100 drops per 5mL
find out how much area 1 roll can cover in sq ft. measure each wall,how tall + how wide = sq ft. example: 1 roll covers 12 sq ft. 8 foot tall x 10 foot wide wall = 18 sq ft 1 rools will do 1 wall with about 6 sq ft left over. price of 1 roll x 2 ( not forget tax's) = total price in wallpaper for 1 wall.
255 per roll
60ml x 15 drops/ml = 900 total drops 900 total drops divided by 60 minutes (1 hour) = 15 drops per minute
11mL is 220 drops (20 drops per mL).
There are 20 drops per milliliter.
There are 40 nickels in one roll, making a total of $2.00 per roll.
To calculate the number of drops per minute, you would multiply the amount of IV fluids per day by the number of drops per mL (1400mL/day x 15 drops/mL). Next, divide this total by the number of minutes in a day to find the drops per minute.