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The wind chill factor makes the outside temperature feel like -9.7°F.

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11y ago

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What is the wind chill if the degrees is -5 and wind is 10 mph?

If the temperature is -5° Fahrenheit and the wind speed is 10 miles per hour (mph) the wind chill is -22.1 degrees F.


10 If the wind speed is 10 MPH and the temperature is -5 degrees Fahrenheit what is the wind chill?

Wind chill is -22 ºF


What is the wind chill for a 20 mph at 10 degress f?

The wind chill for 20 mph at 10 degrees Fahrenheit would make it feel like it's around -10 degrees Fahrenheit.


What would wind chill be at -10 degrees F and the wind is 25 mph?

- 37 degrees F


If the wind speed is 10 MPH and the temperature is -5 degrees Fahrenheit what is the wind chill?

The wind chill would be -22 F.


If the wind speed is 10 MPH and the temperature is -5 degrees Fahrenheit, what is the wind chill?

-22 degrees F.


What if the wind speed is 10 MPH and the temperature is -5 degrees Fahrenheit what is the wind chill?

-22 F.


If the wind speed is 10 mph and the teperature is -5 Fahrenheit what is the wind chill?

-22 degrees F.


If the wind is 10 mph and the temperature is -5 degrees Fahrenheit what is the winds chill?

-22 degrees F.


What is the wind chill if the wind speed is 10 mph and the temperature is -5 degrees?

The wind chill would be approximately -20 degrees Fahrenheit. Wind chill is a measure of how cold it feels when wind is taken into account alongside the air temperature.


If the wind speed is ten MPH and the temperature is negative 5 degrees Fahrenheit what is the wind chill?

The wind chill would be around -18 degrees Fahrenheit. Wind chill is a measure of how cold it feels due to the combined effect of wind speed and temperature. In this case, the wind speed of 10 MPH would make the temperature of -5 degrees Fahrenheit feel much colder.


If the wind speed is 10 mph and the temp is -5 degrees Fahrenheit what is the wind chill?

In order to find the wind chill, one must follow the following formula: 35.74 + 0.6215T - 35.75(V0.16) + 0.4275T(V0.16) In this formula, "T" is the temperature in Fahrenheit, and V is the windspeed. Thus, the answer to the above question is -22.