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Friday, August 22, 2008
Average Cost For Electronic LED Signs - Here's a Six Step Formula
Running an electronic led sign is the most economical way to promote advertising and save you money in energy cost, repairs and no down time. This sign might cost more in the beginning, but in the long run it will make you a lot of money.
In order to find the average cost of your sign you will have determine a few things. First, you will have to determine the watts your led sign consumes per hour, Second you will have to know what the Electric Company charges Per Kilowatt, Third you will have to divided one thousand to the kilowatt day to get the hours.
Total the watts per day for the item to get total watts/day. If 2-sided, double the watts.
Divide total watts/day by 1000 to get the total kilowatt hours (kwh) per day
Multiply the Kwh/day times the cost per Kwh* to get cost/day.
To find out the average cost per month, multiply the cost/day by 30. Power company monthly billing cycles usually vary from 28-33 days.
I will demonstrate a hypothetical step by step example so you can grasp the concept.
6 Simple Steps
* First determine the average watts per hour your sign will use our sign will use 400 watts per hour,
* Second you will multiply the watts per hour by 24, because there is 24hour in a day this equals 9600 watts per day,
* Third if your sign is double sided you will multiply the total watts per day by 2 this equals 19200 watts-hours per day,
* Fourth in order to find the total Kilowatt-hours per day from the watts you will have to divide by 1000 this equals 19.2 total kilowatt-hours per day,
* Fifth you will multiply your 19.2 by .12 cents this is what our electric company charges per kilowatt hours our total is $2.30,
* Sixth you will take the average month of 30 days and multiply it to the $2.30 our Final total is $69.12.
In the end, the average cost for electronic led sign can be found by running the six easy steps that are provided in the graph. We determined that the sign in our chart will cost $69.12 a month to run. This sign is one of many signs on the market always check and see how many watts you sign uses an hour and you will be able to make accurate calculation.
In order to find the average cost of your sign you will have determine a few things. First, you will have to determine the watts your led sign consumes per hour, Second you will have to know what the Electric Company charges Per Kilowatt, Third you will have to divided one thousand to the kilowatt day to get the hours.
Total the watts per day for the item to get total watts/day. If 2-sided, double the watts.
Divide total watts/day by 1000 to get the total kilowatt hours (kwh) per day
Multiply the Kwh/day times the cost per Kwh* to get cost/day.
To find out the average cost per month, multiply the cost/day by 30. Power company monthly billing cycles usually vary from 28-33 days.
I will demonstrate a hypothetical step by step example so you can grasp the concept.
6 Simple Steps
* First determine the average watts per hour your sign will use our sign will use 400 watts per hour,
* Second you will multiply the watts per hour by 24, because there is 24hour in a day this equals 9600 watts per day,
* Third if your sign is double sided you will multiply the total watts per day by 2 this equals 19200 watts-hours per day,
* Fourth in order to find the total Kilowatt-hours per day from the watts you will have to divide by 1000 this equals 19.2 total kilowatt-hours per day,
* Fifth you will multiply your 19.2 by .12 cents this is what our electric company charges per kilowatt hours our total is $2.30,
* Sixth you will take the average month of 30 days and multiply it to the $2.30 our Final total is $69.12.
In the end, the average cost for electronic led sign can be found by running the six easy steps that are provided in the graph. We determined that the sign in our chart will cost $69.12 a month to run. This sign is one of many signs on the market always check and see how many watts you sign uses an hour and you will be able to make accurate calculation.
# posted by gopi @ 11:25 PM 
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