Volume is measured in cm^3, not cm!
The density is 14.375 grams per cm^3.
ring volume formula ring volume formula
That depends....
The term used to describe the cylinder volume between the position of the upper compression ring and its leading edge is "ring groove volume." This volume plays a critical role in the engine's combustion process, affecting factors such as pressure and temperature within the cylinder. Understanding this volume is important for optimizing engine performance and efficiency.
To calculate the volume of a ring with a right triangular cross-section, you first determine the area of the triangular cross-section. For a right triangle, the area is given by ( A = \frac{1}{2} \times \text{base} \times \text{height} ). Then, multiply the area of the cross-section by the length (or thickness) of the ring to find the volume: ( V = A \times \text{length} ). If the ring has an inner radius ( r_1 ) and an outer radius ( r_2 ), adjust the calculations accordingly based on the geometry of the ring.
pi(r2)of inner minus pi(r2) of outer. multiply height= volume or you could drop it in a beaker and see how much water was displaced
The smaller pure gold ring will have a higher density than the larger one due to its smaller volume and higher mass. Density is a ratio of mass to volume, so as the volume decreases and the mass remains constant, the density increases.
To find the density of the platinum ring, you can use the formula: density = mass/volume. Given that the mass is 15.2 grams and the volume is 0.8 cm³, the density would be calculated as follows: density = 15.2 g / 0.8 cm³ = 19.0 g/cm³. Therefore, the density of the platinum ring is 19.0 g/cm³.
To determine if the ring is pure gold, we can calculate its density using the formula Density = Mass/Volume. The calculated density of the ring is approximately 16.9 g/ml, which is lower than the density of pure gold (19.3 g/ml). Therefore, the ring is not made of pure gold, as its density does not match the density of pure gold.
The volume of the ring can be calculated by subtracting the initial volume (5.0 mL) from the final volume (5.3 mL), which gives you 0.3 mL. Converting this volume to cm^3 gives 0.3 cm^3. Using the density of platinum (21 g/cm^3), you can find the mass of the ring by multiplying the volume and density, resulting in a mass of 6.3 grams.
Its density can.
Measure the gold, take the volume of the gold, then divide mass over volume to give you the density of gold if it was the same as gold density then it is right other wise that ring is doggy
To find the mass of the platinum ring, first calculate the volume of the ring, which is the difference in water level: 4.2 mL - 4.0 mL = 0.2 mL (or 0.2 cm³). Using the density of platinum (21 g/cm³), the mass can be calculated using the formula: mass = density × volume. Therefore, the mass of the ring is 21 g/cm³ × 0.2 cm³ = 4.2 g.
Volume cannot be measured in centimetres. Without the volume in appropriate units, the question makes no sense and so cannot be answered.
To determine if the ring is pure gold, we can calculate its density using the formula density = mass/volume. The density of the ring is 5.7 grams / 0.3 mL = 19 grams/mL. Since pure gold has a density of approximately 19.32 grams/mL, the ring's density is close but slightly lower, suggesting it may not be pure gold and could contain other metals.
The Density is approximately .349. D= M/V The Mass of a ring is 15.28 divided by the volume of 43.7. Not all rings are alike in size so it'll range.
Volume cannot be measured in centimetres. Without the volume in appropriate units, the question makes no sense and so cannot be answered.
You find a ring with a mass of 107 g. You fill a graduated cylinder up with 10 mL of water and put the ring into the cylinder. The water rises up to the 15 mL mark. What is the ring made out of A. Marble 2.56 B. Diamond 3.52 C. Gold 19.32 D. Platinum 21.4 Any guesses?