More Monitors = More Cost To Electricity?

Jul 26, 2018
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Hello I've been using a laptop for a long time but I've been thinking of adding a second monitor, and wanted know how big could electricity bills go up by due to a second monitor?
 
Solution
If your electricity rates are the U.S. average of 11.5 cents/kWh, then each Watt a device uses turns out to be almost exactly $1 worth of electricity over a year if the device were left on 24/7. So a 20 Watt monitor left on 24/7 for a year would use about $20 worth of electricity (exact figure is $20.16).

From there you can divide by how often the monitor is on.

If you use the computer about 8 hours a day, that's 1/3 of a day. So you just divide $20/3 = $6.67 for the year.
If you use the computer only 2.5 hours a day, that's about 1/10 of a day. So $20/10 = $2 for the year.

If your electricity rates are higher or lower, you just multiply by the ratio. So if your electricity rates are 20 cents/kWh, then you just multiply by...
A standard 24 inch LCD monitor consumes maybe 20W. So let's say you using it 4 hours per day. Then we can approximate the electricity charge as:

20W * 4 hour/day * 30 days * $0.10 KWhours * 1KW/1000W = 20 * 4 * 30 * 0.10 / 1000 = $0.24 for a month

I used $0.10 KWhours as my electricity rate. Plug in your own rate. Overall, monitors are pretty low power devices. Not much additional electricity usage.
 
If your electricity rates are the U.S. average of 11.5 cents/kWh, then each Watt a device uses turns out to be almost exactly $1 worth of electricity over a year if the device were left on 24/7. So a 20 Watt monitor left on 24/7 for a year would use about $20 worth of electricity (exact figure is $20.16).

From there you can divide by how often the monitor is on.

If you use the computer about 8 hours a day, that's 1/3 of a day. So you just divide $20/3 = $6.67 for the year.
If you use the computer only 2.5 hours a day, that's about 1/10 of a day. So $20/10 = $2 for the year.

If your electricity rates are higher or lower, you just multiply by the ratio. So if your electricity rates are 20 cents/kWh, then you just multiply by 20/11.5 = 1.74. And the $20 if left on 24/7 for a year turns into $34.80.
 
Solution