Volts and watts** **are two of the most common and key terms in the field of Electrical and Electronics Engineering. Most of the time these terms confuse the newbie or those who have just started learning Electrical sciences. Even though these two terms sound alike, they are different from each other. The difference between watts and volts can help us to understand the basics better and know their comparisons thoroughly. Let us now understand what is the difference between watts and volts.

**What is Watts?**

The rate at which electrical work is performed when a current of one ampere flows across the potential difference of one volt is termed as watts.

**W**hat is Volts?

The measure of potential difference within two terminal of a conducting wire is termed as volts.

**Difference Between Watts and Volts**

** **The important difference between watts and volts in detail.

Parameters |
Watts |
Volts |

Definition | It is the SI unit of Power. | It is the SI unit of potential difference and EMF. |

Formula | Watts = Current x Volts | Volts = (Potential energy)/(Charge) |

Units of | Power | Electromotive force and potential difference |

Symbol | W | V |

Difficulty in measurement | Taking a reading of Watts is difficult since it requires the quantities of both voltage and current. | Taking the reading of Volts is very easy. |

Measurement | Watts gives a more realistic measurement for Power | Volts describe a small portion of voltage from the power source |

Measuring Device | Power Meter | Voltmeter |

Base Unit | KgM^{2}A^{-1}S^{-3} |
KgM^{2}S^{-3} |

After learning about the difference between watts and volts, it is important to know the details of watts and volts thoroughly.

**Watts**

The watt is the SI unit of power. We can define watts as the total energy utilized by the devices in one second. The energy required by the one ampere of current to flow through the potential difference of one volt is termed as one watt. The watt is named after the Scottish inventor James Watt. C. William Siemens proposed this unit initially. According to Watt might be an appropriate name for a unit of power.

The product of the voltage and current is termed as power.

Therefore, for measuring the power in watts both volt and amp requires. Whereas, in electrical circuits and systems that the power is the product of the current and the voltage. Power is proportional to the ratio of the square of the voltage to the resistance, and to the product of the resistance and the square of the current.

There are situations, which involve very high or very low power, prefix multipliers are commonly used to obtain power units. As the rate of dissipated or radiated power increases, one kilowatt is equal to 1000 W; one megawatt is equal to 10^{6}W; one gigawatt is equal to 10^{9} W. As power decreases, one milliwatt is equal to 0.001 W; one microwatt is equal to 10^{-6} W; one nanowatt is equal to 10^{-9} W.

**Volts**

The energy utilized by the electrons moving from one end to another we measure it by volt. Symbolically the capital alphabetical letter V. represents it. The electrical instrument called a voltmeter measures it. The volt has various subunits like microvolt, millivolt, kilovolt, etc.

Volt is also equal to the difference in potential between two points in a conductor carrying one-ampere current when the power dissipated between the points is one watt. The potential difference across a resistance of one ohm when one ampere is flowing through it is termed as equivalent volt.

The volt is known as in honor of the Italian physicist Alessandro Volta. He had determined that the foremost effective pair of dissimilar metals to supply electricity was zinc and silver. We define these units in accordance with Ohm’s law, that resistance equals the ratio of potential to current, and therefore the respective units of ohm, volt, and ampere are used universally for expressing electrical quantities.

**FAQs about **Watts and Volts:

Q1. What is the relation between watt and volt?

Answer: The relation between watt and volt are proportionate. That is watt is directly proportional to volt. This implies that- When the electric power in terms of watt increases, the electric potential in terms of volt also increases keeping electric current constant. As the electric power in terms of watt decreases, the electric potential in terms of volt also decreases keeping electric current constant.

Q2. How many volts make a watt?

Answer: We convert the wattage of 1000 watts into volts for a circuit that has an amperage of 10 amperes. We use the power equation of 1 watt = 1 ampere × 1 volt and translating that formula to find volts, we can end up with 1 volt = 1-watt ÷ 1 ampere and divide 1000 watts by 10 amperes and the resultant voltage would be equal 100 volts.

**References**

https://en.wikipedia.org/wiki/Volt

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