i dont know but id love to find out
A U.S. 6-quart container will hold approximately 5.68 liters.
Divide the part that you want to analyze by the whole. For example... if you're trying to find the percentage of green jellybeans as opposed to the whole jar and if there are three green jellybeans and three red jellybeans, the total amount of jellybeans is six. Divide the number of green jellybeans (3) by the total amount (3+3=6) which gives you 50%
It can hold 450
If one truck container holds 24 cases, then six truck containers would hold a total of 6 multiplied by 24 cases. This equals 144 cases. Therefore, 6 truck containers would hold 144 cases in total.
2.961 US gallons
The space inside that container is (32 x 27 x 6) = 5,184 cubic inches = 22.4416 gallons (rounded)
The number of eggs in a container can vary depending on the type of container and its intended purpose. Common egg cartons typically hold 12 eggs, but larger containers can hold 18, 24, or even more. Additionally, some specialty containers might hold fewer eggs, such as 6 or 10. Always check the packaging for the specific count.
Pour from the 7 liter container into the 5 liter container until their levels are equal. Both containers will then have 6 liters in them.
Since a gallon of oil ranges from 6-8lbs, then you would need a container of at most five gallons and at least four gallons depending on the weight of the oil in ratio to volume.
Call the jellybeans J and the chocolate chip bags CNow we have two equations 3J + 2C = 242J + 4C = 24 Therefore 3J + 2C = 2J+4C ,and 1J=2C, so 4J = 24, J = 6¢ (price of jellybeans) , therefore C =3¢ (price of chocolate chips) Or we can do the usual algebra method of making two of the values the same and subtracting the two equations. Multiply the second equation by -0.5 3J + 2C = 24- 1J -2C = -12-----------------2J +0C = 12 J = 6 3(6) + 2C = 24 18 + 2C = 24 2C = 24 - 18 2C = 6 C = 3
Katie poured 12 oz. of juice from a full 6 qt container. how many cups were left in the container
6*12*9 = 648 in^3 = 2.336 uk gallons or 2.805 us gallons