To determine the BTUs required to heat lard to 390 degrees Fahrenheit, you need to know the starting temperature and the amount of lard you're heating. The specific heat capacity of lard is approximately 0.5 BTU/lb°F. For example, if you have 1 pound of lard at room temperature (about 70°F), it would require about 160 BTUs to reach 390°F, calculated as follows: (390°F - 70°F) × 0.5 BTU/lb°F = 160 BTUs. Adjust the calculation based on the actual weight and starting temperature of the lard.
There is no special name. An angle of 390 degrees, for example, is effectively the same as 390-360 = 30 degrees.
103.539 degrees Celsius = 102.2 degrees Fahrenheit.
390ºF = ~472.039K
390 degrees Kelvin.
Half a circle has 180 degrees
I thought it was 390 degrees but you will have to double check me. :)
6 degrees BTDC.
There are 39 tens in 390. 390/10 = 39
390 / 24 = 16.25
6 degrees btdc.
390 million = 390,000,000. Therefore there are 7 zeroes in 390 million.
The Answer: A square's rotational degree is 90 degrees