There is not much to calculate here - 4 cm3 is the volume. The mass is irrelevant for this problem.
There is not much to calculate here - 4 cm3 is the volume. The mass is irrelevant for this problem.
There is not much to calculate here - 4 cm3 is the volume. The mass is irrelevant for this problem.
There is not much to calculate here - 4 cm3 is the volume. The mass is irrelevant for this problem.
There is not much to calculate here - 4 cm3 is the volume. The mass is irrelevant for this problem.
The volume is 5.0*10.0*5.0 = 250.0 cubic units. The mass of the block is irrelevant.
Assuming it is cut 'square' (not a square shape, but all cuts are at right angles), then the volume is Length x Width x Height
The amount of water displaced by the block is the volume of the block. so (volume of water with block in it)-(original volume of water)= volume of block
The density (ρ) equals the mass (m) divided by the volume (V).ρ = m/VSince the block you have is a square, we can say that it's width and height equals his length, which is 2 millimeters.The volume of your block is 0.002³ meters (width x lenght x height) = 0.000,000,008 cubicle meters (or 8 cubicle millimeters).Since the mass is 10 grams (0.010 kilos), your density is 10 grams per 8 cubicle millimeters (or 0.010 kg / 0.000,000,008 cubicle meters)So ρ = 10 grams / 8 cubicle millimeters
Block being a box: Height * Length * Depth = Volume Giving the three dimensions available.
It depends on the block! Not all blocks are the same shape nor volume.
It is the mass of the block divided by its volume.
no
If its a cuboid, volume = length * breadth * height .
Feet is a unit used to measure length. Square feet is a unit used to measure area. A block 1 ft x 1 ft has an area of 1 square foot.
u need the volume . if u did have the volume u would divide the mass (27g) by the volume. then add the label g/ml
The question cannot be answered. A square metre is a measure of area not of volume. A block of lead, with an area of 1 square metre could be a few atoms thick or several metres thick. Their weights will differ considerably.