Want this question answered?
The temperature of a room will effect the amount a ball will rebound (bounce) off the floor, off a backboard or rim. If a basketball is filled with air to the regulation pressure and then it is moved to a room with a higher temperature, the ball will soon start to bounce more. Alternatively if you move it a cooler room it will bounce less. This is because: Pressure = Volume x Temperature. As the temperature rises (assuming there is no leak in the ball to allow the volume of air to escape) the pressure on the inside of the ball will increase, this will increase the bounce of the ball. If, instead of the temperature rising, it decreases the pressure on the inside of the ball will go down and the bounciness of the ball will go down as well.
High temperature makes the volume greater.
An increase in temperature will cause an increase in volume, while a decrease in temperature will cause a decrease in volume.
the higher the temperature, the higher the volume of a solid - michelle strafer
No, changing the temperature of a gas can affect its volume. According to Charles's Law, as the temperature of a gas increases, its volume also increases if pressure is constant.
If the temperature remains constant, decreasing the volume will increase the pressure.
Volume is the amount of space occupied by an object or substance. Two things that affect volume are the size or dimensions of the object and the temperature, which can cause expansion or contraction of the material, therefore changing its volume.
It affects pressure, not volume.
Volume is the ratio between mass and density; density depends on temperature.
yeah the temperature does increase, when you increase the volume of water the temperature of calcium hydroxide increases too!
Yes, typically as the temperature of an object increases, its volume also tends to increase. This relationship is known as thermal expansion, where materials expand when heated and contract when cooled.
If the amount of gas and the pressure remain constant, the volume will decrease by 1/273rd the original volume for each degree Celsius that the temperature decreases.