To find out how long it will take to empty a 4 kg container by removing 100 grams of salt each day, first convert 4 kg to grams: 4 kg = 4000 grams. Next, divide the total amount of salt by the daily removal rate: 4000 grams ÷ 100 grams/day = 40 days. Therefore, it will take 40 days to empty the container.
To determine the density of each 50 mL liquid container, you would first weigh the empty container. Next, fill the container with the liquid and weigh it again. The difference in weight between the filled and empty container can be used to calculate the density by dividing the weight of the liquid by the volume of the container.
To determine how much liquid was left in each container, you would need specific measurements or observations of the containers before and after liquid was removed. This could involve checking the volume marked on each container or using a measuring device to assess the remaining liquid. Without that information, it's impossible to accurately state the amount left in each container.
Yes, liquids typically have molecules that are close together but still have spaces between them. This is why liquids can flow and take the shape of their container. The arrangement of molecules in liquids allows them to move past each other while maintaining some level of cohesion.
28 grams/1.3 grams = 21.5 (approx)
A gas will expand to fill up any volume available to it. Think of rigid containers that will not change shape or volume. If you have 10 completely empty containers that can be connected. Inside each is a vacuum. Place some gas in the first container. It completely fills the container and creates some pressure. Connect a second container and some of the gas leaves the first container, but not all of the gas. The gas will completely fill both containers, but creating less pressure. Continue connecting containers, and the same appens every time. The gas completely fills every container that is connected and the pressure 'adjusts' on its own to reach a new equilibrium pressure.
box with matches = 45 grams box empty = 12 grams so just matches = box with matches - empty box = 45-12 = 33 grams 33 grams = 220 matches 33/220= each match weighs 0.15 grams
To determine the density of each 50 mL liquid container, you would first weigh the empty container. Next, fill the container with the liquid and weigh it again. The difference in weight between the filled and empty container can be used to calculate the density by dividing the weight of the liquid by the volume of the container.
The only way you could feasibly answer this question is if we had the can, and weighed it, or had the volume of the can itself.
To determine how much liquid was left in each container, you would need specific measurements or observations of the containers before and after liquid was removed. This could involve checking the volume marked on each container or using a measuring device to assess the remaining liquid. Without that information, it's impossible to accurately state the amount left in each container.
To find the weight of the empty box, first calculate the total weight of the bolts. The weight of the first set of bolts is (90 \times 100 = 9000) grams, and the weight of the second set is (100 \times 150 = 15000) grams. Thus, the total weight of the bolts is (9000 + 15000 = 24000) grams. Subtracting this from the total weight of the box gives the weight of the empty box: (35500 - 24000 = 11500) grams.
Fill up the 13 gal container and use this to fill up the 5 gal container. Empty the remaining 8 gal into the 24 gal container. Repeat the same process and empty the contents into the 11 gal container. Repeat the same process and you should result in 3 containers with 8 gallons each and a full 5 gal container.
To find the grams per serving, divide the total grams by the number of servings. In this case, 13 grams divided by 6 servings equals approximately 2.17 grams per serving. Therefore, each serving contains about 2.17 grams.
Can't tell, will depend on the weight of the container ... AND the dates on the coins. Half dollars dated 1964 and earlier weigh 12.5 grams each. 1965-69 weigh 11.5 gm 1971-present weigh 11.3 gm
No, the MTG mana pool does not empty after each phase or step in the game.
bounce and rebound against each other with a velocity dependent on the temperature.
your kidneys
520 grams of nickels is 104 nickels. (each US nickel weighs 5 grams).