Since +32F is freezing, -20 F is 52 degrees Fahrenheit below freezing.
-40 is already below freezing since water freezes at 32 Fahrenheit or 0 Celsius
20 degrees C is 20 degrees above freezing on the Celsius scale. 20 degrees F is (32 - 20) = 12 degrees below freezing on the Fahrenheit scale. So the answer is 20 F.
20 degrees above freezing in Celsius is 4 degrees Celsius.
20 degrees Fahrenheit is quite cold, especially if you are not used to colder temperatures. It is equivalent to about -6.7 degrees Celsius.
minus 3 degrees means that it's three degrees below freezing. So if you are measuring in celsius then it would be -3 degrees since freezing is zero degrees celsius. If you are measuring in Fahrenheit then it would be 29 degrees since 32 degrees is freezing.
At -20 degrees Celsius, water typically freezes and turns into solid ice. This is below the freezing point of water, which is 0 degrees Celsius.
Minus 20 degrees Celsius is a temperature that is 20 degrees below the freezing point of water. It is very cold and typically found in polar regions or during extremely cold weather conditions.
The formula for this conversion is C=(F-2)x5/9. The answer is that 20 degrees F= 10 degrees C.The Formula is C=(F-32)*5/9 so 20 F is actually -6.6667 CThe first formula is wrong because the freezing point of water is 32 F or 0 C, so if 20 Fahrenheit is below the freezing point, how can it be converted to above the freezing point in Celsius?
Of course they do! 20 degrees Fahrenheit is below freezing and Alaska does have a summer, no matter how short. They even go above 20 degrees Celsius in the summer and that is 68 degrees Fahrenheit.
-20 degrees Celsius represents a moderately cold temperature. It is below freezing point, so water will freeze at this temperature. It is colder than room temperature but not extremely frigid.
Below zero Celsius refers to temperatures that are below the freezing point of water (0 degrees Celsius). Negative 20 Celsius is a specific temperature that is 20 degrees below zero on the Celsius scale. Both temperatures indicate cold weather conditions.