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Density
If a stone ıs put ınto a liquid wıth a density of 2g per cm3 explaın what wıll happen
1 answer
It will sink
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Liquid m of density 0.5g/cm3 is mixed with liquid n in equal volume. If the mixture has a density of 0.8g/cm3.Find density of
Top answer:
.8 = (.5+x)/2 x = 1.1 g/cm^3
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What volume of a liquid having a density of 4.55 g/cm3 is needed to supply 10.47 grams of that liquid? Answer in cm3.
Top answer:
mass = volume x density 10.47 = volume x 4.55 g/cc Solve for volume in cc.
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An object with a mass of 34.0 g and a volume of 41.0 + B cm3 is placed in a liquid with a density of 1.25 g/cm3. Find the volume
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The displaced liquid must have the same weight at the floating object: 34g
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the density of liquid mercury is 13.53 g/cm3.The density of a solid copper is 8.96 g cm3. would you expect a piece of copper to
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I would expect the less dense Cu metal to float on the more dense liquid Hg, at least until the Cu
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A 50.0 mL graduated cylinder has a mass of 67.6 g. When it is filled with an unknown liquid to the 38.8 mL mark, the cylinder
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nm, the answer is 1.34
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Consider three different liquid E, F, and G with the following density.E=1•51g/cm3,F=1•75g/cm3,G=0•14g/cm3.
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geez - enough already!
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A block of mass 200g and density 0.8g/cm3 is submerged in a liquid of density 0.2g/cm3. find minimum force required to keep the
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If the density of an object is 8 g/m3, and the mass is 200 g. what is the volume of the object?
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silver has density of 10.5 g/cm3 and gold has a density of 193.g/cm3 which liquid is denser
silver and gold are liquids? That's
Top answer:
I apologize for the confusion. Silver has a density of 10.5 g/cm^3, and gold has a density of 19.3
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water has a density of 1g/cm3 ; if 2 different pieces of the wood are put into water which will float and which will sink ?
Wood
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Most solids float if their density is less than that of the fluid. Therefore, the 0.67 piece of wood
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a block of stone has a density of 2.75 g/cm3. the block has a mass of 3.30 kg. it measures 6.00 cm wide by 8.00 cm high by L cm
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D = 2.75 g/cm3. M = 3.30 kg. = 3,300 g. M = D * V. 3,300 = 2.75 * (6*8*L), L = ?.
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