yes. the density of a element will not change only the mass and volume will.
Yes, the density of water is constant regardless of the volume. Therefore, the density of 8ml of water is the same as the density of 4ml of water.
Since the density (mass divided by volume) of water is about 1.0 g/mL the volume of 6.5 gram is6.5(g) / 1.0(g/mL) = 6.5 mL
To prepare 0.1M methanolic HCl: 8ml water in 1000ml vol. flask. slowly add 8.6ml HCl. vol. make upto mark with methanol.
Dragendorff's reagent typically consists of a mixture of potassium bismuth iodide (KBl3) and bismuth triiodide (BiI3) dissolved in a solution of acetic acid. This reagent is commonly used in chemistry for detecting alkaloids and alkaline earth metals.
To make a 10 micromolar solution from a 100 micromolar stock solution, you would dilute the stock solution by a factor of 10. This means you would mix 1 part of the 100 micromolar solution with 9 parts of the diluent (such as water or buffer) to reach a final concentration of 10 micromolar.
assuming density of 1g/ml, 8ml
8ml of water is barely 1/32 of a cup. In other words 32 times 8ml. will fit in a cup.
8ml of water is approximately 0.282 of an ounce8ml of water is barely 1/32 of a cup
6.496 g
that is 0.282 tablespoons.
i just did this experiment in class today. what you need to do is add water to the milk. but you have to keep the same amount of milk in all of them. this is if you are testing the effect of substrate concentration on renin. so you have one experiment with 8ml of milk and then one with 6 ml of milk and 2 ml of water and 4 ml of mik and 4ml of water and so on ... be carefful to stir the solution a bit i hope this helps
you need to know the density, temperature and pressure for water at standard temperature and pressure then 8mg = 8ml for other liquids/temperatures it will be different
0.8 ml. is a tenth the volume of 8 ml.
8mL equals 0.8cL* There are 10mL per cL and 0.1cL per mL
Water displacement is accurate because it is based on the principle of Archimedes' buoyancy, which states that the upward buoyant force on an object immersed in a fluid is equal to the weight of the fluid displaced by the object. This principle ensures that the volume of water displaced by an object is proportional to the object's volume, providing an accurate measurement of the object's volume.
Since the density (mass divided by volume) of water is about 1.0 g/mL the volume of 6.5 gram is6.5(g) / 1.0(g/mL) = 6.5 mL
8 of anything plus 8 more of the same thing totals up to 16 of them.