A metal wire shows non-linear V–I at high current mainly because A Carrier density changes B Area increases C Temperature
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Chapter 11: Current Electricity, Conductors and Hall Effect (Set-4)
A conductor’s V–I graph bends upward at high current mainly due to A B. Decreased length B C. Increased area
Continue readingChapter 11: Current Electricity, Conductors and Hall Effect (Set-3)
A wire shows linear V–I graph only if its temperature remains A Increasing B Decreasing C Constant D Zero Explanation
Continue readingChapter 11: Current Electricity, Conductors and Hall Effect (Set-2)
Electric current in a circuit is defined as the rate of flow of A Electric field B Electric charge C
Continue readingChapter 11: Current Electricity, Conductors and Hall Effect (Set-1)
In a metal wire, electric current is mainly due to the motion of which charge carriers A Free electrons B
Continue readingChapter 10: Electrostatics and Dielectrics (Set-5)
Two charges +q+q and −q−q are fixed at ±a±a on x-axis; the potential at origin is A Zero B kq/akq/a
Continue readingChapter 10: Electrostatics and Dielectrics (Set-4)
Two point charges +q+q and +4q+4q are separated by distance rr; the force on +q+q is A kq2/r2kq2/r2 B 4kq2/r24kq2/r2
Continue readingChapter 10: Electrostatics and Dielectrics (Set-3)
Two equal like charges are brought closer from rr to r/2r/2; the force becomes A Half B Double C Four
Continue readingChapter 10: Electrostatics and Dielectrics (Set-2)
For a test charge qq placed at a point, the electric field E⃗E is defined as A Force times charge
Continue readingChapter 10: Electrostatics and Dielectrics (Set-1)
Coulomb’s law gives force between two point charges mainly depends on A Product of charges B Sum of charges C
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