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Physics Test - 34

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Physics Test - 34
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  • Question 1
    5 / -1

    Three similar light bulbs are connected to a constant voltage d.c. supply as shown in Fig. Each bulb operates at normal brightness and the ammeter (of negligible resistance) registers a steady current.

    The filament of one of the bulbs breaks. What happens to the ammeter reading and to the brightness of the remaining bulbs?

    Ammeter reading _______ & Bulb brightness _______

    Solution

    Suppose V is the voltage of the supply and R is the resistance of each bulb.

    Now, Rp = R/3 and current in ammeter, I = V/Rp = 3 V/R, provided all three bulbs are working properly.

    If one bulb has broken down, then Rp = R/2 and I = 2V/R

    Therefore, current decreases and since current through each bulb is V/R the same as before, brightness of bulbs is not affected.

     

  • Question 2
    5 / -1

    In a meter bridge experiment a balance point is obtained at a distance of 60 cm from the left end when unknown resistance R is in a left gap and 8 ohms resistor is connected in the right gap. When the position of R and 8 ohm resistor is interchanged the balance point will be at distance of

    Solution

    60/40 = l/100-l, = R/8

    so R=12

    now changed position 8 is proportional to l and 12 to (100-l)

    8/12 = l/100-l

    l = 40ohm

     

  • Question 3
    5 / -1

    V-I graph of which material shows the straight line

    Solution

    Materials which obeys the ohm’s law show straight line in the V-I graph. Since silver is the only ohmic material in given options, it shows straight line curve.

     

  • Question 4
    5 / -1

    The following fig. shows I-V graph for a given metallic wire at two temperatures T1and T2.Then,

    Solution

    The slope of the graph = I / V

    In case of T2, I/V is less. Hence, V/I (=R) is more.

    Value of resistance increases with increasing temperature. 

    Hence, T2 >T

     

  • Question 5
    5 / -1

    In two current carrying conductors parallel currents________, anti parallel currents_________ .​

    Solution

    parallel currents attract from the below figure.

    and similarly, in antiparallel currents repel. parallel currents attract from the below figure.

    and similarly, in antiparallel currents repel.

     

  • Question 6
    5 / -1

    No force is exerted by a magnetic field on a stationary –

    Solution

    No force is exerted by a magnetic field on a stationary electric dipole because:

    • The electric dipole consists of two equal and opposite charges.
    • When stationary, the dipole does not experience any motion through the magnetic field.
    • As a result, there is no induced current or change in magnetic flux.
    • The magnetic field only affects moving charges or current-carrying conductors.

    Therefore, the correct understanding is that a magnetic field does not exert a force on a stationary electric dipole.

     

  • Question 7
    5 / -1

    Along an infinitely long conductor carrying a current of 8 A we keep another conductor of length 5 m carrying a current of 3 A. Both the conductors are 10 cm apart. Find the force on small conductor.​

    Solution

    I1=3A

    I2=8A

    l=5m

    r=0.1m

    F=?

    Force per unit length on the small conductor is given by:

    f= μo2I1I2/4πr

    Total force on the length of small conductor is

    F=fl

    F= μo2I1I2 l/4πr

    F=4πx10-7x2x3x8x5/4π x 0.1

    F=2.4x10-4N

     

  • Question 8
    5 / -1

    We use _________ to find the direction of force on a current-carrying conductor placed in a magnetic field.

    Solution

    According to NCERT, the force on a current-carrying conductor in a magnetic field is given by

    The direction is found using the right-hand rule for vector (cross) product: point your fingers along l (direction of current) and curl them towards B; your thumb gives the direction of force.

     

  • Question 9
    5 / -1

    What is the value of power factor in RLC circuit

    Solution

     

  • Question 10
    5 / -1

    In a series LCR what will be phase difference between voltage drop across inductor and capacitor

    Solution

    Let’s keep this simple and to the point. We know that:

    1.in a series circuit the same current flows through each component

    2.the voltage across an ideal inductor L is 90˚ ahead of an AC current through it

    3.the voltage across an ideal capacitor C is 90˚ behind an AC current through it

    So putting these facts together we can conclude that given an AC series current the voltages across any L and C must have a phase difference of 180˚

     

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