Physics
Grade-9
Easy
Question
A voltage of 220 V is available in a household. Which of these equipment will work with that voltage as per the reading behind the equipment?
Hint:
Equipment which has the reading of 220V.
The correct answer is: ![](data:image/png;base64,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)
- The equipment given in option b will work with the voltage of 220V.
- As the reading given behind the equipment is 220-240V.
- The reading behind an equipment mentions at what voltage that equipment works.
- So, the correct option is b.
- Reading behind the equipment in option a is 230V.
- Reading behind the equipment in option c is 240V.
- Reading behind the equipment in option d is 230-240V.
Related Questions to study
Physics
What does a voltmeter measure?
What does a voltmeter measure?
PhysicsGrade-9
Physics
What is the direction of current in the following circuit?
![](data:image/png;base64,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)
What is the direction of current in the following circuit?
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
Identify the correct circuit diagram.
Identify the correct circuit diagram.
PhysicsGrade-9
Physics
A potential energy of 5 J is used to move charges across the given battery.
How many charges are being moved?
A potential energy of 5 J is used to move charges across the given battery.
How many charges are being moved?
PhysicsGrade-9
Physics
A potential energy of 5 J is required to move 10 C of charge across a battery. Potential difference of one end is given. What is the potential difference at another end?
![](data:image/png;base64,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)
A potential energy of 5 J is required to move 10 C of charge across a battery. Potential difference of one end is given. What is the potential difference at another end?
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
What will be the potential energy required to move a charge of 60 C across the given potential difference?
![](data:image/png;base64,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)
What will be the potential energy required to move a charge of 60 C across the given potential difference?
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
In 10 seconds, a charge of 25 C leaves a battery, and 200 J of energy is delivered to an outside circuit. What is the potential difference across the battery?
In 10 seconds, a charge of 25 C leaves a battery, and 200 J of energy is delivered to an outside circuit. What is the potential difference across the battery?
PhysicsGrade-9
Physics
What component is wrong in this circuit diagram?
![](data:image/png;base64,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)
What component is wrong in this circuit diagram?
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
Name the physical quantity whose SI unit is J/C.
- The SI unit of current is Ampere.
- The SI unit of charge is Coulomb.
- The SI unit of work done is Joule.
Name the physical quantity whose SI unit is J/C.
PhysicsGrade-9
- The SI unit of current is Ampere.
- The SI unit of charge is Coulomb.
- The SI unit of work done is Joule.
Physics
A charge of 25 C is moved from infinity to points A and B, and the work done to do so is 10 J and 11 J, respectively. Calculate the potential difference between points A and B.
A charge of 25 C is moved from infinity to points A and B, and the work done to do so is 10 J and 11 J, respectively. Calculate the potential difference between points A and B.
PhysicsGrade-9
Physics
To carry how much charge between two points having potential difference equal to 220 V, 1760 J of work is done?
To carry how much charge between two points having potential difference equal to 220 V, 1760 J of work is done?
PhysicsGrade-9
Physics
How much potential difference is required to do 100 J of work to carry a charge of 20 C between two points?
How much potential difference is required to do 100 J of work to carry a charge of 20 C between two points?
PhysicsGrade-9
Physics
Calculate the work done if a charge of 5 C moving across two points has a potential difference equal to 20 V.
Calculate the work done if a charge of 5 C moving across two points has a potential difference equal to 20 V.
PhysicsGrade-9
Physics
Amount of work done by Sona in bringing a unit positive charge from one end to another end of a conductor is called ______.
Amount of work done by Sona in bringing a unit positive charge from one end to another end of a conductor is called ______.
PhysicsGrade-9
Physics
A charge of 5 C flows through the copper wire for 2 s connected across a cell of potential difference 20 V, the work done is
A charge of 5 C flows through the copper wire for 2 s connected across a cell of potential difference 20 V, the work done is
PhysicsGrade-9