Only that when converted to Fahrenheit, the same number comes out: minus 40.
(-40) degrees Fahrenheit = -40 degrees Celsius.
Start by taking the number in Celsius and multiply it by 9. Then divide that number by 5, and then add 32. This is how you convert Celsius to Fahrenheit or use the equation F = (9/5) C + 32 It's funny but it's true. It happens that -40 degrees Celsius is -40 degrees Fahrenheit.
40 degrees Celsius = 104 degrees Fahrenheit [°F] = [°C] × 9⁄5 + 32
0 C = 32 F 100 C = 212 F 180 degrees F equals the measurement of 100 degrees C 9 degrees F therefore equals 5 degrees C -40 F is 72 degrees F below freezing -40 C is 40 degrees C below freezing Convert F to C 5 times -72 is -360 divided by 9 is -40 C convert C to F 9 times -40 is -360 divided by 5 is -40 F
40 C
-40.
40 C is a hotter temperature.
The average bath water temperature is 30 degrees C. I like my baths to be about 40 degrees C :P
The average bath water temperature is 30 degrees C. I like my baths to be about 40 degrees C :P
40 C
The temperature - 40 °C is equal to -40 °F. This is the only temperature at which the two scales (Celsius and Fahrenheit) have the same numerical value.
) Define two functions that convert temperatures between degrees Fahrenheit and degrees Celsius. C= (F+40)* 5/9 -40 F= (C+40)* 9/5 -40 > (defun f-to-c (f)(- (/ (* (+ f 40) 5) 9) 40)) > (defun c-to-f (c)(- (/ (* (+ c 40) 9) 5.0) 40))
- 40 °F = - 40 °C The temperature of -40° is the same temperature on both scales. Converting -40 °C to Fahrenheit is (9/5 x 40°) + 32° = -72° + 32° = -40°F.
(-40) degrees Fahrenheit = -40 degrees Celsius.
The difference between the GGG-40 and GGG-50 butterfly valve is the suitable temperature. The GGG-40 is recommended for 45 degrees C to 150 degrees C and the GGG-50 is recommended for 35 degrees C to 130 degrees C.
F = C x 9/5 +32Where F is degrees Fahrenheit and C degrees CelsiusAccordingly,-40 degrees Celsius = 32 - 40 x 9/5 = - 40 degrees Fahrenheit
the density of water at 40 degrees C is 0.992g/mL. What is the volume of 2.27g of water at this temperature?