1. The correct statement is: A tangent at a point on every magnetic field line gives the direction of the magnetic field at that point. This is a fundamental property of field lines. The other statements are incorrect: magnetic field lines do form closed loops, they don’t begin or end, and they never iRead more

    The correct statement is: A tangent at a point on every magnetic field line gives the direction of the magnetic field at that point. This is a fundamental property of field lines. The other statements are incorrect: magnetic field lines do form closed loops, they don’t begin or end, and they never intersect.
    Answer: (D) Tangent at a point on every field line gives the direction of magnetic field at that point.

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  2. The angle of dip θ is given by: cos ⁡ θ = B H/ B Where B H ​ =0.2G (horizontal component) and B = 0.4G (total field). cosθ = 0.2/0.4 = 0.5 ⇒ θ = cos⁻¹ (0.5) = 60° Answer: (C) 60°. For more visit here: https://www.tiwariacademy.com/ncert-solutions/class-12/physics/chapter-5/

    The angle of dip

    θ is given by:

    cos

    θ =
    B
    H/
    B
    Where

    B
    H

    =0.2G (horizontal component) and

    B = 0.4G (total field).
    cosθ = 0.2/0.4 = 0.5 ⇒ θ = cos⁻¹
    (0.5) = 60°
    Answer: (C) 60°.

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  3. In a ferromagnetic material, as the magnetizing field increases, the permeability (μ) initially increases due to alignment of magnetic domains. However, after a certain point (near saturation), further increase in the magnetizing field causes the permeability to decrease, as most domains are alreadyRead more

    In a ferromagnetic material, as the magnetizing field increases, the permeability (μ) initially increases due to alignment of magnetic domains. However, after a certain point (near saturation), further increase in the magnetizing field causes the permeability to decrease, as most domains are already aligned.
    Answer: (A) decreases.

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  4. Let the resistance of the voltmeter be Rv . When a 980 Ω resistor is connected in series, the total resistance becomes Rv + 980 and the sensitivity (scale division) becomes 50 times larger, meaning the current is reduced to 1/50 of original. Using the current division rule: Rv/Rv + 980 = 1/50 ⇒ 50RRead more

    Let the resistance of the voltmeter be Rv . When a 980 Ω resistor is connected in series, the total resistance becomes
    Rv + 980 and the sensitivity (scale division) becomes 50 times larger, meaning the current is reduced to
    1/50 of original.

    Using the current division rule:
    Rv/Rv + 980 = 1/50 ⇒ 50R
    v = R
    v +980 ⇒ 49R
    v = 980 ⇒ R
    v = 20Ω
    Answer: (B) 20Ω.

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