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What is the mass of a 800cm3 piece of pine?
To answer this, you would need to know the density of pine.
Which has the greatest density a small piece of aluminum or a large piece of aluminum?
The small piece of aluminum will have greater density than the large piece of aluminum. Density is mass divided by volume, so for the same material, a smaller piece will have more mass per unit volume compared to a larger piece.
What would the density of a 50g piece of copper with a volume of 10cm?
8.9 grams/mL x 396 mL = 3524.4 grams, or about 3.5 kg
Will a part or slice of a substance have a different density than the whole piece?
No, a part or slice of a substance will have the same density as the whole piece, provided that it is made of the same material and has not been altered in any way (e.g., through changes in temperature or pressure). Density is an intensive property, meaning it does not depend on the amount of substance present. However, if the slice is mixed with another material or if its temperature changes, its effective density could differ.
Suppose a symmetrical metal rod of the element lead has a density of 11.4 gcm3. If this rod is cut in half the density of each piece is now 5.7 gcm3.?
The density is an intensive property; the density of lead remain unchanged in every piece of lead from this rod.
How much does a piece of metal weigh?
That would vary greatly depending on the type and density of the metal, along with the dimensions of the particular piece. The weight of a piece of anything is the volume times the density.
What is the mass of a 800cm3 piece of pine?
To answer this, you would need to know the density of pine.
Would the density of a cube change if the cube was cut into pieces?
No. Each piece of the cube would have the same density.
What is the density of a chess piece?
Where is the density of a Chess piece
How can diffreent objects have the same density?
Different objects can have the same density if they have different masses and volumes that balance each other out. For example, a small piece of iron and a larger piece of wood can have the same density if the iron is much denser but the wood is much larger in volume. Density is a function of both mass and volume, so objects can have different combinations of these two factors that result in the same density.
What is the volume of 1kg stone?
Without knowing the density of an object, it's not possible to calculate it's volume by weight. A 1kg piece of granite and a 1kg piece of igneous rock would be very different in volume.
Weight of a piece of paper in grams?
The weight of a piece of paper can vary depending on its size and thickness. On average, a standard piece of letter-size paper (8.5 x 11 inches) weighs about 4.5 grams. However, this weight can be different for specialty papers or different sizes.
What two things have the same mass but different densities?
Objects with the same mass but different densities could be a piece of wood and a piece of metal. They can have the same weight when measured on a scale, but their volume and density would be different due to the difference in how tightly packed the molecules are in each material.
What is the mass of a cm piece of pine density is cm?
The mass of a 1 cm piece of pine wood depends on the density of the pine wood. To calculate the mass, you would multiply the density of the pine wood by the volume of the 1 cm piece (which is 1 cm^3 for a cube). So, mass = density x volume.
What is the density of a piece of iron with a mass of 2kg and a volume of 256 kg?
The density of the iron piece is calculated by dividing the mass by the volume. In this case, the density would be 2kg / 256 cm^3 = 0.0078 kg/cm^3.
What is the density of a piece of wood that has a mass of 3.85 x 104 g and is 84.3 cm x cm x cm?
The density of this piece of wood would be 456.7 g/cm^3.
How could you show that two pieces of wood that are different sizes have the same densities?
To demonstrate that two pieces of wood of different sizes have the same density, you can calculate the density of each piece using the formula density = mass/volume. First, weigh each piece to obtain their masses. Then, measure their dimensions to determine their volumes, often by using geometric formulas or water displacement. If both calculations yield the same density value for each piece, it confirms that they have the same density despite differing sizes.
