depends on the kind of wire. Lead wire -- 11.5 g/cm3 gold wire -- 18 g/cm3 copper wire -- 8 g/cm3
To find the length of 1400 kilograms of wire, first convert the mass to grams: 1400 kilograms = 1,400,000 grams. Then, divide the total mass by the mass per meter of the wire: 1,400,000 grams / 57.2 grams per meter ≈ 24,475 meters. Therefore, 1400 kilograms of wire would be approximately 24,475 meters long.
The SI unit is the kilogram per meter (kg/m).
The white wire is typically neutral, the black wire is usually hot or live, the red wire may be a secondary live wire or used for a separate function, and the bare wire is typically the ground wire for safety purposes in an electrical circuit.
In electrical wiring, the live or "hot" wire is typically brown or red, the neutral wire is typically blue or black, and the ground wire is yellow or green. So, in this case, the brown wire is likely the hot wire, the blue wire is the neutral wire, and the yellow green wire is the ground wire.
For a typical 12-2 wire, the black wire is the "hot" wire that connects to the breaker, the white wire is the neutral wire that connects to the neutral bus bar, and the bare copper wire is the ground wire that connects to the ground bus bar in the circuit panel.
The density of copper wire can be calculated by dividing its mass by its volume. In this case, the density of the copper wire is 6g / 9cm^3 = 0.67 g/cm^3.
It is a mass or object hanging from a rope, string or wire.
It is a mass or object hanging from a rope, string or wire.
To find the length of 1400 kilograms of wire, first convert the mass to grams: 1400 kilograms = 1,400,000 grams. Then, divide the total mass by the mass per meter of the wire: 1,400,000 grams / 57.2 grams per meter ≈ 24,475 meters. Therefore, 1400 kilograms of wire would be approximately 24,475 meters long.
Linear density of a wire refers to the mass per unit length of the wire, typically expressed in units such as grams per meter or kilograms per kilometer. It is calculated by dividing the mass of the wire by its length. Linear density is an important parameter in engineering and materials science, as it can affect the wire's mechanical properties and performance.
The number of atoms in a 1cm length of copper wire can be calculated using Avogadro's number, which is approximately 6.022 x 10^23 atoms per mole. The molar mass of copper is around 63.55 g/mol, so you would find the mass of copper in 1 cm of wire and then convert that to moles to determine the number of atoms.
No. But you can multiply the length of something by the mass of a unit of length of that same something provided it is of uniform cross section. eg if a one meter length of wire ways 7 grams, a kilometer length of that wire will weigh 1000*7 grams.
Using a thicker wire in a sonometer experiment will increase the tension in the wire, thus increasing its fundamental frequency of vibration. This will result in a higher pitch being heard when the wire vibrates. Additionally, the thicker wire will have a higher mass per unit length, which can affect the speed of the wave traveling along the wire.
it went up because the mass increases
The velocity of a transverse wave in a wire can be calculated using the formula: v = √(T/μ), where v is the velocity of the wave, T is the tension in the wire (1200N in this case), and μ is the linear mass density of the wire (10g/m or 0.01 kg/m in this case). Plugging the values into the formula gives v = √(1200N / 0.01 kg/m) = 110 m/s.
A mass air flow sensor, measures the mass(weight/temperature) of the air the engine is taking in. It does this by heating a wire in the sensor to a certain temperature and as the air flows past it cools the wire. The amount of current it takes to maintain the temperature lets the ECM know how much air it ingested by the motor and calculates the amount of fuel that is need.
To work out the mass of wire you need to know its volume. The wire is circular so that volume would just be the cross sectional area (pi * r^2) multiplied by the length of wire. Lets call the length L. The equation is then volume = pi * radius^2 * L. To get the mass of the wire we now multiply this equation by denstiy of the wire; that is how much the wire weighs per volume. Assuming the wire is steel this would be around 800Kg/m^3. So what you want to do is work out the volume as above, then multiply by 800, making sure that your units are consistant....ie lenght and radius in metres.