Advertisements
Advertisements
Question
The following figure shows a copper washer. Explain, giving reasons, whether the following characteristics of the washer increase, decrease, or remain the same when it is heated.

(a) Internal diameter
(b) Volume
(c) Mass
(d) Density
(e) External diameter
Advertisements
Solution
On heating the copper washer
(a). Its internal diameter will increase as the copper washer expands outwards
(b). Volume will increase as the size of the metal expands on heating
(c). Mass will remain the same as the mass does not change with change in temperature
(d). Density will decrease as the volume of the washer increases on heating and density is inversely proportional to volume
(e). External diameter will increase because the copper washer expands outwards
APPEARS IN
RELATED QUESTIONS
Fill in the blank
The S.I. unit of temperature is ________.
Convert 5°F to the Celsius scale.
Distinguish between heat and temperature.
Convert 80 K temperatures on the Celsius scale.
Where am I?
The mean annual temperature around me is 10°C.
When a window is accidentally left open on a winter night, will you feel uncomfortable because the cold is getting in, or because the heat is escaping from the room?
Find the final temperature of a copper rod. Whose area of cross-section changes from 10 m2 to 11 m2 due to heating. The copper rod is initially kept at 90K. (Coefficient of superficial expansion is 0.0021 /K)
Temperature measures the ______ kinetic energy of molecules.
Give reasons why –
chimneys are located high up in kitchens and factories
What is the minimum possible temperature? Is there also a maximum possible temperature?
