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Convert the boiling temperature of gold, \(2966{\rm{ }}^\circ C,\) into degrees Fahrenheit and kelvin.

Short Answer

Expert verified

The boiling temperature of gold \(2966{\rm{ }}^\circ C,\) into degrees Fahrenheit and Kelvin are 5371 and 3239 K, respectively.

Step by step solution

01

Step 1:Determine the boiling temperature of gold in Kelvin.

The equation for converting Celsius into Kelvin temperature is:

\({T_K} = {T_{{}^ \circ C}} + 273.15\)

It is given that the boiling temperature in Celsius is \(2966{\rm{ }}^\circ C\).

\(\begin{aligned}{}{T_K} = {2966^ \circ }C + 273.15\\{\rm{ }} = 3239.15K\end{aligned}\)

Hence the boiling temperature \( = 3239.15K\)~ 3239 K (rounding off to 4 significant figures).

02

Step 2:Determine the boiling temperature of gold in Fahrenheit.

The equation for converting Celsius into Fahrenheit temperature is:

\({T_{{}^ \circ F}} = \frac{9}{5} \times {T_{{}^ \circ C}} + 32\)

It is given that the boiling temperature in Celsius is\(2966{\rm{ }}^\circ C\).

\(\begin{aligned}{}{T_{{}^ \circ F}} = \frac{9}{5} \times 2966{\rm{ }}^\circ C + 32\\{\rm{ }} = {5370.8^ \circ }F\end{aligned}\)

Hence the boiling temperature \( = {5370.8^ \circ }F\)~ 5371

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