The answer depends on the flask: they are not all the same size.
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∙ 10y agoNot enough information has been given such as the height of the flask.
Capacity is the volume of the container.
volume and capacity is math
1) Take a graduated measuring flask (with volume markings dependent on the accuracy you need) 2) Fill the flask with water precisely to a known marking. Note the reading 3) Slowly add the coins to the flask making sure the water does not overflow the flask. (Otherwise you have to start with a new level). Also the water must fully submerge all the coins. (Otherwise you have to start with a new level). Now note the new reading. The difference between this volume reading and the initial volume reading gives the volume of the coins. If the coins are all similar, then the average volume of each coin can be calculated by dividing the volume you just calculated by the number of coins you put in the flask.
Its capacity or volume - measured in the same units.Its capacity or volume - measured in the same units.Its capacity or volume - measured in the same units.Its capacity or volume - measured in the same units.
131.5 mL is equal to 0.1315 L, so the volume of the flask in liters is 0.1315 L.
A flask typically measures volume or capacity in units such as milliliters (mL) or liters (L). It is commonly used in scientific laboratories to accurately mix, store, or transfer liquids.
A graduated Erlenmeyer flask can measure a volume.
To find the volume of the flask, first calculate the moles of Na2CO3 using its molar mass. Then use the molarity and moles to find the volume using the formula Molarity (M) = moles/volume (in liters). The volume of the flask needed is then the inverse of the molarity.
The least count of a flask refers to the smallest volume that can be accurately measured with that specific flask. It is determined by the accuracy of the markings on the flask and is typically specified by the manufacturer.
It depends on the size of the test tube and the flask. Generally, test tubes have a smaller volume capacity compared to flasks. However, there are larger test tubes that can hold more liquid than smaller flasks.
Using a distilling flask with a much greater volume than the liquid being distilled can lead to slower distillation rates and inefficiency in energy use due to excess heat required to vaporize the small amount of liquid. It can also result in poor separation of components as the vapor has more space to mix before reaching the condenser, leading to impurities in the distillate.
The total volume in the flask is 500ml of water + 100ml of air from the syringe, which equals 600ml. Since the 200ml of water takes up space in the conical flask, the remaining volume for air is 400ml.
Not enough information has been given such as the height of the flask.
volume and capacity is math
Capacity is the volume of the container.
Beaker, flask, jug.