Question

The parallel combination of 10 ohm resistors are placed across the terminals a 24 volume battery​

Answer 1

Correct Question !!

•The parallel combination of 10 ohm resistors are placed across the terminals a 24 v battery . Find the electric Current.

Given:-

• Resistance Of Resistor ,R = 10 Ω

• Potential Difference ,V = 24 v

To Find:-

• Electric Current ,I

Solution:-

Using Ohm's Law

• V = IR

Where,

V is the Potential Difference

I is the Electric Current

R is the Resistance

Substitute the value we get

→ 24 = I × 10

→ I = 24/10

→ I = 2.4 A

Therefore, the electric current is 2.4 Ampere.

Additional Information !!

•The flow of charge is called current.

• The charge passing per unit time through a given place is the magnitude of electric current at that place.

•SI unit of current is Ampere (A).

• If one coulomb of charge passing through a place in one second, then the current is said to be one ampere.

✧ Mathematical term

• I = Q/t

where,

I is the current

Q is the charge

t is the time.

Answer 2

Answer:

$\huge \bf \: Given$

Parallel combination of resistor (R) = 10 ohm

Potential difference (V) = 24 V

$\huge \bf \: To \: find$

Electric current

$\huge \bf \: solution$

Here we have to apply Ohm's law

$\huge \fbox {V \: = IR}$

Here,

V = Potential difference

I = Current

R = Resistance

$\sf \implies \: 24 = 10 \times i$

$\sf \implies \: 24 = 10i$

$\sf \implies \: i \: = 24 \div 10$

$\sf \implies \: i \: = 2.4$

$\huge \bf \: current \: = 2.4 \: ampere$

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SI unit of current is Ampere (A).

Current is the flow of electricity.