Assuming it is a perfect cylinder, the volume of a jar 2" high and 1.5" wide would be:
14.143in3 (rounded to the nearest thousandth)
The cylinder's volume was calculated using the formula v = πr2h where
v = volume
r = radius
h = height
The volume of a mason jar can vary depending on its size and shape, but a typical quart-sized mason jar has a volume of approximately 32 fluid ounces or 946 milliliters. A nickel has a diameter of 0.835 inches and a thickness of 0.077 inches. By calculating the volume of the jar and the volume of a nickel, you can determine that roughly 2,000 to 2,500 nickels could fit in a quart-sized mason jar, depending on how tightly they are packed.
To estimate how many pennies are in a jar, first determine the volume of the jar in cubic inches or centimeters. Then, calculate the volume occupied by a single penny, which is approximately 0.36 cubic centimeters. Divide the total jar volume by the volume of a penny to get an estimate of how many pennies could fit, adjusting for any empty space or irregularities in packing. Alternatively, you can count a smaller quantity of pennies and scale up based on the jar's size.
The volume of a jar in millimetres does not make any sense because a millimetre is a measure of length, not volume.
A gallon is equivalent to 128 fluid ounces. A U.S. quarter has a diameter of about 0.955 inches and a thickness of 0.069 inches. When calculating the volume of a quarter, it is approximately 0.228 cubic inches. Given that there are 231 cubic inches in a gallon, roughly 1,000 quarters can fit in a gallon jar, though the actual number may vary depending on how the quarters are arranged.
To estimate how many pennies it would take to fill a five-gallon jar, we first need to know the volume of a penny and the volume of the jar. A penny has a diameter of about 1.9 cm and a thickness of about 1.5 mm, giving it a volume of approximately 0.36 cm³. A five-gallon jar holds about 18,927 cm³, so dividing the jar's volume by the volume of a penny suggests it would take roughly 52,600 pennies to fill the jar, accounting for some empty space due to the irregular packing of the coins.
To estimate the number of Lifesavers in a jar that is 8 inches tall and 7 inches wide, we first calculate the jar's volume. Assuming it is a cylinder, the volume is approximately ( V = \pi r^2 h ), where ( r ) is the radius (3.5 inches) and ( h ) is the height (8 inches). This gives a volume of about 78.5 cubic inches. Since a standard Lifesaver candy has a volume of around 0.36 cubic inches, the jar could hold approximately 218 Lifesavers, though this number may vary based on packing density and the shape of the candies.
To estimate the number of M&M's in a jar that is 7 inches in diameter and 12 inches high, first calculate the jar's volume using the formula for the volume of a cylinder: ( V = \pi r^2 h ). With a radius of 3.5 inches (half of the diameter) and a height of 12 inches, the volume is approximately 147.5 cubic inches. Given that an average M&M is about 0.5 cubic inches, you can estimate that the jar could hold around 295 M&M's, though this can vary based on packing efficiency and the actual size of the M&M's.
The volume of a jar can vary depending on its size and shape. To determine the number of liters in a jar, you need to measure its dimensions (height and diameter) and calculate the volume using the formula for the volume of a cylinder (V = πr^2h, where r is the radius and h is the height). Once you have the volume in cubic centimeters, you can convert it to liters by dividing by 1000, as there are 1000 cubic centimeters in a liter.
Four ounces (118 ml) is standard, but there are "stage 1" jars which are 2.5 oz, and there are large ones which are 6 oz (though these are less common).
To determine the number of nickels in a quart-size jar, we first need to calculate the volume of the jar in cubic inches. A quart is equivalent to 57.75 cubic inches. Next, we need to find the volume of a nickel, which is approximately 0.069 cubic inches. Dividing the volume of the jar by the volume of a nickel gives us around 837 nickels that can fit in a quart-size jar.
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A 1-gallon jar has a volume of approximately 3.785 liters or 3,785 cubic centimeters. In cubic inches, this is about 231 cubic inches. The volume is based on the U.S. gallon measurement, which is commonly used for liquids.
The diameter (or diaminter!) of the jar does not provide enough information. It is necessary to know the height of the jar so that its volume can be calculated.
There is no way to compute the exact volume of a peanut butter jar [or "mix" if you complete the question] since not enough info is given to determine that quantity. We don't really know the height and the base of the peanut butter jar or mix!
The volume of a mason jar can vary depending on its size and shape, but a typical quart-sized mason jar has a volume of approximately 32 fluid ounces or 946 milliliters. A nickel has a diameter of 0.835 inches and a thickness of 0.077 inches. By calculating the volume of the jar and the volume of a nickel, you can determine that roughly 2,000 to 2,500 nickels could fit in a quart-sized mason jar, depending on how tightly they are packed.
You cannot calculate "mass" from this without a weigh measurement, since mass is a measure of weight. However you may be trying to calculate "volume", in which case use pi*radius squared to find the area of the base, then multiply this answer by the height. Volume is not the same as mass.
To determine how many candy corns can fit in a 16-ounce mason jar, we first need to know the volume of a single candy corn. Let's assume the average volume of a candy corn is approximately 0.1 cubic inches. Next, we convert the volume of the mason jar from ounces to cubic inches (1 fluid ounce is approximately 1.80469 cubic inches). Therefore, a 16-ounce mason jar is roughly 28.87 cubic inches. Dividing the volume of the mason jar by the volume of a single candy corn, we can estimate that around 288 candy corns can fit in a 16-ounce mason jar.