Your electricity bill is the sum of the KWh* that you consume in a month, multiplied by the price of this KW in your region. In the USA the price of the KW ranges from 8 to 15 Cents, according to your place and region**.

Let’s say for example that you have at your home 20 (100 W) standard incandescent lamps and you use each of them for an average of 5 hours every day. So the total yearly consumption of these lamps would be:

**20 (Lamps) X 100 (Watts) X 10 (hours) X 365 (days/year) = 3.650.000 Wh = 3.650 KWh**

Then your bill would be 3.650 X $0.12** = **$438**

If you substitute these lamps by LEDs with the same intensity of light (the measurement unit is Lumens), you will get an equivalent 13 W LED bulb instead of the 100 W old one.

Your consumption will then become:

**20 (LED lamps) X 13 (Watts) X 5 (hours) X 365 (days) = 474.500 Wh = 474.5 KWh**

And you will pay 474.5 X $0.12** = **$56.94**

Hence, the difference in your yearly bill will be: 438 – 56.94 = **$381.06** U.S. Dollars

Which is equal to **87%** of savings $$

Finally, if we change your 20 old lamps with our LEDs you will pay approximately

20 X $8*** = **160$**

And your **profit** after 1 year will be 381-160= **$221** for the 1^{st} year,

Then **$381** each year for at least 5 years, which equals to more than **$2.000**

*Now, if you are ready to pay $160 to save $2.000*

*Now, if you are ready to pay $160 to save $2.000*

## Please **call** and we will send you a free quotation and without any obligation: **HITEC-TTS**

First 100 customers will get 20% OFF

Number of Customers so far: **xxxx**

** Watt/hour is the electricity consumption unit, 1 KWh= 1000Wh *

*** The average price people in the U.S. pay for electricity is about 12 cents per kilowatt-hour. (Context: A typical U.S. household uses about 908 kWh a month of electricity.) – Source: Energy Information Administration*

**** This price is for 13W LED lamp, Prices range from $1.99 (2W) to $19.99 (18W) according to the Watt and Lumens of the lamp. *

**Comparison Chart: LED Lights vs. Incandescent Light Bulbs vs. CFLs**