state ohm's law........,,.,.
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Q. state ohm's law........,,.,.
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In 1828, George Simon Ohm, a German physicist, derived a relationship between electric current and potential difference. This relationship is known as Ohm’s law. Certain formulas in Physics are so prevalent that they become popular knowledge that you end up memorising without trying. In the field of Modern Physics, it is E=m⋅c2. Similarly, in the field of current electricity, it is the Ohm’s law about which we will be studying in this article.

What is Ohm’s Law?
Ohm’s Law Statement: According to Ohm’s law, the current flowing through a conductor is directly proportional to the potential difference applied across its ends, provided the temperature and other physical conditions remain unchanged. Mathematically it can be represented as,
Potential difference ∝ Current
V ∝ I
( When the value of V increases the value of I increases simultaneously)
V = IR
Where,
V is Voltage in volts (V)
R is Resistance in ohm (Ω)
I is Current in Ampere (A)
Ohm’s Law Formula
As an equation, the Ohm’s Law serves as an algebraic recipe for calculating the current when the resistance and the potential difference are known. Likewise, if any two parameters in the equation are known, then the unknown third parameter can be easily calculated as follows:
To find Voltage(V),
V = IR
To find Current(I),
I=VR
To find Resistance(R),
R=VI
Ohm’s Law Magic Triangle

As discussed, the Ohm’s law is defined by the equation V = IR. Ohm’s Law Triangle is helpful in remembering the Ohm’s law equation while solving problems. Here, the three quantities V, I and R are superimposed into a triangle with the voltage at the top and current and resistance below. The magic V I R triangle can be used to calculate all formulations of Ohm’s law.
The triangle for Ohm’s law:

If the value of voltage is asked and the values of the current and resistance are given, then to calculate voltage simply cover Vat the top. So, we are left with the I and R orI X R. So, the equation for Voltage is Current multiplied by Resistance. An example of how the magic triangle is employed to determine the voltage using Ohm’s law is given below.

Example 1: If the resistance of an electric iron is 50Ω and 3.2A Current flows through the resistance. Find the voltage between two points.
Ans. Given, Resistance (R) = 50Ω
Current (I) = 3.2A
Therefore,
Voltage (V) = I X R = 3.2A x 50 Ω =160V
If the value of Resistance is asked and the values of the current and voltage are given, then to calculate resistance simply cover the R, we are left with the V at the top andI to the bottom left orV ÷ I.

Example 2: An EMF source of 8.0 V is connected to a purely resistive electrical appliance (a light bulb). An electric current of 2.0 A flows through it. Consider the conducting wires to be resistance free. Calculate the resistance offered by the electrical appliance.
Ans. Given,
Voltage (V) = 8.0 V
Current (I) = 2.0 A
Therefore,
Resistance (R) = V ÷ I = VI
= 82=4
If the value of current is asked and the values of the resistance and voltage are given, then to calculate current simply cover the I. We are left with Voltage over Resistance or V ÷ R. So the equation for Current is Voltage divided by Resistance.

Example 3: If the filament resistance of an electric bulb is 330 Ω and Potential difference of two points 110V. Find the current flowing through the filament.
Ans. Given,
Resistance (R) = 330 Ω
Voltage (V) = 110V
Therefore,
Current (I) = V ÷
R = VR
= 330110=3A
Calculation of Electrical Power
The rate at which energy is converted from the electrical energy of the moving charges to some other form of energy like mechanical energy, heat, magnetic fields or energy stored in electric fields, is known as electric power. The unit of power is watt. The electrical power can be calculated using the Ohm’s law and by substituting the values of voltage, current and resistance.
Answer:
Ohm' s law :
At constant temperature current flows through the conductor is directly proportional to potential difference across its ends.
Hope it helps
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