Magnetic Flux MDCAT Quiz is the total magnetic field passing through a given area. It is the measure of the number of magnetic field lines passing through a surface, and it is an important quantity in understanding electromagnetic induction. The concept of magnetic flux is crucial for MDCAT students to solve numerical problems in electromagnetic induction, Faraday’s Law, and transformer.
Enhance Your Understanding with an MDCAT Quiz
An MDCAT Quiz on Magnetic Flux is a good way to test your understanding of the subject. These quizzes contain questions about the calculation of flux through many types of surfaces, the relation of flux with the induced emf (electromotive force), and applications of the concept of flux in motors and generators in real life. Regular practice will make you adequately prepared to answer questions about flux in the MDCAT exam.
- Test Name: Magnetic Flux MDCAT Quiz
- Type: Quiz Test
- Total Questions: 30
- Total Marks: 30
- Time: 30 minutes
Note: Answer of the questions will change randomly each time you start the test, once you are finished, click the View Results button.
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Free Flashcards for Efficient Revision
Free Flashcards on Magnetic Flux help to strengthen key concepts and formulas. These flashcards explain the relation of magnetic field strength, area, and flux, and important laws like Faraday’s Law of Induction, which depends on the change in magnetic flux. Flashcards are an effective way of revising quickly and memorizing all the important formulas that may be used in MDCAT exams.
The unit of magnetic flux is:
Magnetic flux is defined as the product of:
Magnetic flux through a surface is zero when:
The magnetic field is perpendicular to the surface
The formula for magnetic flux is:
The magnetic flux through a surface depends on:
The angle between magnetic field and normal
The magnetic flux through a coil is proportional to:
The number of turns in the coil
The magnetic flux is maximum when the angle between the magnetic field and the area is:
The magnetic flux through a coil is zero when:
The magnetic field is parallel to the coil's plane
Magnetic flux can be measured using:
The magnetic flux density is measured in:
Magnetic flux is a scalar quantity because:
It does not have a direction
The magnetic flux through a closed loop depends on:
The current passing through the loop
If the magnetic field is doubled, the magnetic flux:
The magnetic flux through a surface is zero when:
The magnetic field is parallel to the surface
The magnetic flux through a surface is negative when:
The magnetic field is opposite to the normal vector
The magnetic flux through a coil with N turns is:
The formula for magnetic flux density is:
The change in magnetic flux induces:
An emf (electromotive force)
The flux linkage of a coil with N turns is:
The flux density at a point depends on:
The magnitude of the magnetic field at that point
The magnetic flux through a surface is independent of:
The concept of magnetic flux was introduced by:
A magnetic field can produce flux in:
Magnetic flux through a closed loop is proportional to:
The current through the loop
The total flux through a coil is the sum of the fluxes through:
Magnetic flux is affected by:
The area the field passes through
The magnetic flux through a coil increases if:
The magnetic field strength increases
Magnetic flux is calculated by the product of:
Magnetic field strength and area
The SI unit of magnetic flux is the same as:
The magnetic flux is positive if:
The magnetic field and area vector are in the same direction
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