The more watts your oven has, the faster the temperature increases.
The answer is : watts
There are 1000 watts in a Kilowatt. so divide your watts by 1000.
Centrepoise is a measurement of viscosity. The higher the number, the more viscous (thick) the liquid is. At "room temperature", water has a nominal viscosity of 1.0
Around .0007 Watts. Watts=Amps x Volts 0.0007W=0.001A(1mA) x 0.7V
Depends upon the voltage. At 110 volts, 800 watts = 7.27 amps. At 115 volts, 800 watts = 6.96 amps. At 120 volts, 800 watts = 6.67 amps. At 220 volts, 800 watts = 3.64 amps. Just divide the wattage by the voltage to determine the amperage. (You can also divide the wattage by the amperage to determine the voltage!)
Watts are a unit of power. So 40 watts of power to an LED are the same as 40 watts of power to a fluorescent. Sometimes LEDs are rated in equivalent watts which is an attempt to relate watts to brightness or lumens. You need to compare lumens and the "temperature" of the bulbs in Kelvin to get the comparison I think you are looking for.
To convert watts to temperature, you need more information such as the specific heat capacity of the material being heated. Watts is a measure of power, not temperature.
The higher the altitude the lower the temperature.
There is none. Electricity and miles per hour do not relate.
You simply don't convert such utterly incompatible units. Celsius is used for temperature; Watts for power.
The number of watts of heat needed to maintain the desired temperature in a well-insulated room depends on factors such as the size of the room, the outside temperature, and the insulation quality. It is typically calculated using the formula: Watts (Room Area x Temperature Difference x U-Value) / Insulation Quality.
Degrees and watts are not directly convertible because they are different units of measurement. Degrees usually measure temperature or angle, while watts measure power. If you are trying to convert temperature to watts for a specific application, you would need to use a relevant formula or conversion factor based on the specific context.
The brightness is very similar to the temperature, the brightness relies on the temperature
The brightness is very similar to the temperature, the brightness relies on the temperature
as the temperature goes up the speed of the particle goes up
At high temperature (high power in watts) water is evaporated faster.
To calculate the temperature rise from a specific amount of watts being generated, you can use the formula: Temperature rise (in degrees Celsius) Power (in watts) x Thermal Resistance (in degrees Celsius per watt). The thermal resistance value depends on the material and design of the object generating the heat.