-144 °C = -227.2 °F The conversion formula is Fahrenheit temperature = (9/5 x Celsius temperature)+ 32
To convert from Fahrenheit to Celsius, subtract 32, multiply by 5, and divide by 9. In this instance, -112 - 32 = -144 x 5 = -720 / 9 = -80 degrees Celsius.
2/5 * 360 = 144 degrees.2/5 * 360 = 144 degrees.2/5 * 360 = 144 degrees.2/5 * 360 = 144 degrees.
It is: 144 degrees + 36 degrees = 180 degrees
Answer: 417 K = 144 ºC
144 degrees Fahrenheit = 62.2 degrees Celsius.
To convert degrees Fahrenheit to degrees Celsius, subtract 32, multiply by 5, and divide by 9. In this instance, 60.8 degrees Fahrenheit is equal to 60.8 - 32 = 28.8 x 5 = 144/9 = 16 degrees Celsius.
-144 °C = -227.2 °F The conversion formula is Fahrenheit temperature = (9/5 x Celsius temperature)+ 32
16 degrees Fahrenheit = - 9 degrees Centrigrade. To convert F to C, subtract 32 and multiply by 4/9ths. For a 'rule of thumb' conversion, subtract 30 and then divide by 2. (this gives -7 instead of -8.89, but I suspect this is good enough for most purposes.)
To convert from Fahrenheit to Celsius, subtract 32, multiply by 5, and divide by 9. In this instance, -112 - 32 = -144 x 5 = -720 / 9 = -80 degrees Celsius.
80 degrees Celsius is equal to 176 degrees Fahrenheit.
B (F) = 32 + A (C) x 1.8 F1 = 32 + 75 x 1.8 = 32 + 135 = 167 Fahrenheit F2 = 32 + 80 x 1.8 = 32 + 144 = 176 Fahrenheit Answer = 167 - 176 F
There are no units for the temperature. The temperature change could be 230 Celsius degrees or 170 Fahrenheit degrees (94 Celsius degrees). In fact they could be in less commonly used units: eg Reaumur.
pi radians = 180 degrees -144 degrees = (pi/180) x (-144) radians
2/5 * 360 = 144 degrees.2/5 * 360 = 144 degrees.2/5 * 360 = 144 degrees.2/5 * 360 = 144 degrees.
Any polygon can have an interior angle of 144 degrees. The measurement of an interior angle of a decagon is 144 degrees.
At the temperature of a child's high feverNote from original contributor: I have no idea what is the correct answer to this question. I do not remember posting this answer, and would like for it to be removed.