Strangely enough, it is 500 millilitres!
If you know the volume of something you can find its weight (or mass) if you know it's density. Density is a measure of a substances mass per unit volume. So for example; Q: How much does 0.5 litres of water weigh? A: The density of water is roughly 1 gram per cm3. A cm3 is the same as a mL (millilitre), and there are 500 mL in a 0.5 litres. So, weight = 1 g/mL * 500 mL = 500 g You can find densities of various substances on the internet or in reference texts.
As defined by the metric prefix milli, meaning 10^-3, 1000 mL of water are contained in a L bottle of water. For that matter, 1000 ml of anything are contained in a L bottle of anything.
The answer will depend the volume of the bottle and the temperature and pressure. Assuming that the experiment is carried out at normal temperature (20 deg C) and one atmospheric pressure, the density of water is 0.9982071 grams per cm3. So, if the volume of the water in the bottle is V cm3 = V cc or V ml, then the mass of the filled bottle is 25 + V*0.9982071 grams.
25%
Well, honey, a standard Crown Royal bottle can hold about 800 dimes if you stack them neatly. But let's be real, who's gonna waste perfectly good dimes by stuffing them in a bottle? Just use that bottle for some good ol' Canadian whiskey instead. Cheers!
There is 500 ml of liquid and 70% of it is alcohol so 30% is water. .3x500 =150 so 150 ml of H2 O Note 30% = .3=3/10 and 3/10 x500=1500/10=150
Yes, milliliters (ml) are a unit of measurement used to quantify the volume of liquid, including water, in a bottle. To determine the capacity of a bottle, you can fill it with water and measure the volume in milliliters. The total volume of water the bottle can hold is its capacity, expressed in ml.
A standard plastic water bottle typically holds 500 milliliters (ml) or 1 liter (1000 ml), depending on its size. Common sizes include 330 ml, 500 ml, and 750 ml. Some larger bottles can hold up to 2 liters (2000 ml) or more. Always check the label for the exact volume.
To determine the amount of water needed for 500 ml of juice with a ratio of 1.4 (juice to water), you can use the formula: juice volume = ratio × water volume. Rearranging this gives you water volume = juice volume / ratio. Therefore, for 500 ml of juice, the water needed would be 500 ml / 1.4, which is approximately 357.14 ml.
The mass of a 500 mL water bottle filled with water is approximately 500 grams, since the density of water is about 1 gram per milliliter. However, this mass does not account for the weight of the bottle itself. If you need the total mass, you would need to add the mass of the empty bottle to the 500 grams of water.
That depends on the size of the water bottle. One popular size in stores is the convenient half-litre (16.9 fl oz), which is 500 ml.
To determine how many Canadian pennies can fit in a Watermaker bottle, we first need to know the volume of the bottle and the volume of a penny. A typical Watermaker bottle holds about 500 mL, while a Canadian penny has a volume of approximately 0.36 mL. Therefore, you could fit around 1,388 pennies in a 500 mL Watermaker bottle, assuming optimal packing without any gaps.
1 gram = 1 mL so;500 g = 500 mL34
The density of water is pretty close to 1 g / mL across the range of temperatures that it is a liquid. So 500 g / (1 g/mL) = 500 mL = 0.5 liter
Question as asked cannot be answered. We know that the bottle can contain 500 mL of ketchup, but we don't know the volume of the material from which the bottle is made, nor the correct density (the figure given as density, 1.43 g, is actually a mass). In addition even if we assume that the figure given for density is 1.43 g/mL is an actual density, from the sentence structure we have a volume for ketchup, and a density of the material in the bottle ("density" refers back to bottle, not to ketchup—"Bottle contains ... and has a density of"). If the one who posed the question meant to write, "If a bottle contains 500 ml of ketchup, and the ketchup has a density of 1.43 g/l, what is the mass of the ketchup in the bottle in grams", then the original answer to the question 715g/mL mass = density x volume is correct.
I have seen plastic bottles of water in MANY sizes from 100ml to 4,000 ml.
25%