Commercial Unit of Energy
In daily life, from moving to completing a task, humans keep on getting some work done all the time. However, how to define the term ‘work’ in Physics? A man is walking, is this Work? Someone pushing a wall, will this be called a work done? Well, in real life, perhaps, both the examples look like the cases where some work is getting done, but in Physics, we only take the Work is done when some displacement is shown. Hence, if a man walks a certain distance, some work is done, but if someone is trying to push a wall, no work is done in this case as no displacement is seen.
Work can be explained applying force along some displacement. In simple words, work is force times displacement. The SI unit of work is joules. There can be different ways as to how force is being applied on an object, for example, force can be applied in the direction of displacement, this is known as positive work. When force is applied opposite to the direction of displacement, the respective force is known as negative force.
W = F × d
Where, W = work done
F = Force applied
d = displacement
There are cases when the work done is not linear but at certain angle, in those cases, the angle also comes in the picture and the formula slightly changes. For instance, if the force is applied at an angle θ above the ground, the formula for work becomes,
W = F.d cosθ
The term often confuses in physics since the definition of energy is “The ability to do work”, The definition may look confusing but is very easy to understand. When someone says “they do not have enough energy to do work” this statement can be understood as the definition itself. Energy is that ability that helps in applying force in order to do some work. It is simply that force that causes things to move “The capacity to do work is known as Energy”
One very important fact about energy to note is that even though, energy occurs in many forms and has so many types, from kinetic energy to potential energy to solar energy, etc, Energy can never be created nor destroyed, it can only be transferred from one form to another.
The SI Unit of energy is Joules. Apart from joules, other units of Energy are ⇢ Calorie, Horsepower, Kilowatt (kW)-Power, Kilowatt-hour (kWh).
What is the Commercial Unit of Energy?
Energy is associated with electricity, commonly known as Electrical energy, Its unit is watt. However, when a large amount of this energy is required, which is, in large industries and colonies, it is measured in kWh (Kilowatt hour). One Kilowatt-hour can be defined as the energy produced by an object/machine in one hour when working at a very constant rate of 1 kW.
The other smaller units are watt-hour and horsepower, but The SI unit of energy is Joules and the Commercial unit of energy is kilowatt-hour (kWh). Energy is a scalar quantity.
Note: Board of Trade unit is a famous term used for 1 kWh
Relationship between the SI unit and the Commercial unit of energy
Since the units are defined differently in order to easily explain the smaller and larger amount at the same time. The units of the same quantity can be converted into each other and are always related to each other through some factor.
The commercial unit of energy is separately defined and explained as Electricity is a very big part of human life, and technology as a whole depends all on electricity, Humans look around and everything they see work on Electricity, hence, it is necessary to provide a separate unit in order to measure very large amounts of energy.
The Commercial unit of energy is related to the SI unit in the following manner,
The unit Watt is one of the units of energy used to define smaller amount of electrical energy, It is related to The SI Unit as,
1 Watt = 1Joule/sec
Now, 1kWh = 1000Wh
It can also be written as,
1 kWh = 1000 W × 1h
1kWh = 1000 W × 3600seconds
1kWh = 1000 (Joules/sec) × 3600 seconds
1kWh = 3600000 Joules
1kWh = 3.6 × 106 Joules
Hence, there is 3.6 × 106 joules of energy in 1kWh
Question 1: How much kWh of energy is present in 1Joule?
It is known that, 1kWh = 3.6× 106 Joules
Using Unitary method,
1 Joule = 1/3.6×106 (kWh)
1Joule = 2.77× 10-7 kWh
Question 2: How is Power and Energy-Related to Work?
Power is defined as the rate of doing Work
P= Work done/Time (J/s)
Energy is defined as the capability or the ability to do work.
Question 3: An Electric Iron of 1000W is used for 1 Hour every day. Find the Electrical Energy Consumed by the Iron in a week?
1 week= 7day= 7 days
1hour every day= 7 Hours in total.
Power consumed in 1 hour= 1000W
Energy = Power × Time
Energy = 1000W × 7 Hr
Energy = 1kW × 7Hr
Energy = 7 kWh
Hence, The Electrical energy consumed by the electric iron in a week is 7kWH.
Question 4: Find the resistance of an Electric bulb marked as 220V, 120W.
In Electrical bulb, Power is given as,
P = V2/R
Where, P= Power, V=Voltage, R= Resistance
R = V2/P
R = 2202/120
R = 403.33 ohms
Question 5: An Electric Iron Converts,
1. Electrical energy into mechanical energy
2. Electrical energy into potential energy.
3. Electrical energy into Kinetic energy.
4. Electrical energy into Heat energy.
The job of an Electric iron is to produce heat in order to iron clothes. Hence, Electric Iron converts Electrical energy into Heat Energy. Hence, Option 4 is the correct answer.
Question 6: A bulb rated as 220V, has a resistance of 10ohms. Is turned on for half an hour every day for a month. How much amount of electrical energy is consumed in that month, answer in terms of a commercial unit of energy.
Power consumed by electric bulb= V2/R
Time for which the bulb glowed,
T= 1/2× 30× 24= 15× 24= 360 hrs
Energy is defined as,
Energy= Power × Time
Energy= 4840W × 360hr
Energy = 4.8kW × 360hr
Energy = 1728 kWh
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