Convert 180°C to the Fahrenheit Scale
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Answer:
356F.
Explanation:
[tex] \sf{{T}_{F} = \dfrac{9}{5} {T}_{C} + 32} [/tex]
This is the conversion formula from Celsius to Fahrenheit, where [tex] \sf{{T}_{F}} [/tex] is Temperature in Fahrenheit and [tex] \sf{{T}_{C}} [/tex] is Temperature to Celsius.
Substitute the Celsius temperature in the formula.
[tex] \sf\bigg({\dfrac{9}{5} \times 180 + 32}\bigg)F [/tex]
[tex] \sf{1.8 \times 180 + 32F} [/tex]
[tex] \sf{324 + 32F} [/tex]
[tex] \bf{356F} [/tex]
[tex] \rule{180pt}{3pt} [/tex]
Verified answer
Answer :
180° C = (32° + 180° * 1.8)F = (32° + 324°)F = 356°F.
Explanation:
Since, 0°C is equal to 32 degrees Fahrenheit and 1.8 degree Fahrenheit increase in every 1 ° C .So , 180° C is equal to:
(32° + 180° * 1.8)F = (32° + 324°)F = 356°F.