State the temperature of ice point and steam point on a celsius scale.

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Solution

The temperature of ice point and steam point on a celsius scale are $0^{0} c a n d 100^{0} c r e s p e c t i v e l y .$
The temperature at which water turns to ice is called the ice point of water.
The ice point of water is $0^{0} c$ .
The temperature at which water turns to steam is called the steam point of water.
The steam point of water is $100^{0} c$
Hence, the temperature of ice point and steam point on a celsius scale are $0^{0} c a n d 100^{0} c r e s p e c t i v e l y .$

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A resistance thermometer reads R = 20.0 $Ω$ , 27.5 $Ω$ , and 50.0 $Ω$ at the ice point ( $0^{\circ} C$ ), the steam point ( $100^{\circ} C$ ) and the zinc point ( $420^{\circ} C$ ) respectively. Assuming that the resistance varies with temperature as $R_{θ} = R_{0} (1 + α θ + β θ^{2})$ , find the values of $R_{0}, α$ and $β$ . Here $θ$ represents the temperature on Celsius scale.

Q. State the temperature of
i) ice point and
ii) steam point,
on the Celsius scale.

State the temperature of the steam point on the Celsius scale.

State the temperature of ice point and steam point on the Fahrenheit scale.

State the temperature of the ice point on the Celsius scale.

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