we can use the Law of Displacement to estimate its volume and a scale the find the mass.
This is done using a displacement can, or a graduated measuring cylinder.
The volume of displaced water is measured, and this is the volume of the object.
place a measuring cylinder on a scale and set the reading to zero.
Pour the liquid into the cylinder and write down its mass and volume. Then calculate the density.
To determine waterâs specific latent heat of fusion we use the equation: \n specific latent heat = energy change á mass.
Gently heat ice in a funnel until it melts. Then measure the mass of the melted ice (water in the beaker).
Measure the amount of energy supplied by the heater using a joulemeter (this gives us the energy change).
Calculate the specific latent heat of fusion using our equation above.
To determine waterâs specific latent heat of vapourisation we use the equation: \n specific latent heat = energy change á change in mass.
Measure the mass of water in a beaker.
Boil some water and then measure the mass of the water again.
Mass at the start - mass at the end = change in mass.
Measure the amount of energy supplied by the heater using a joulemeter (this gives us the energy change).
Calculate the latent heat of vapourisation using our equation above.
The specific heat capacity of a substance is the amount of energy needed to increase the temperature of 1 kg of that substance by 1 °C.
The heater increases the internal energy of the body and we measure this using a joulemeter.
Measure the temperature of the body (object) at the start and measure the maximum temperature of the body at the end.
Specific heat capacity = change in internal energy / (mass (kg) x maximum temperature rise (°C) ).
A gas exerts pressure on the walls of its container.
There are lots of gas particles colliding with the container each second.
When a gas particle collides with the wall of its container, its momentum changes and it bounces back off the wall.
This exerts a force on both the particle and the wall.
The pressure exerted on the wall is equal to the force (of the ball) per unit area (of the wall being hit).