Statement-1 : Newton's first law defines inertial frame of reference.
and
Statement -2 : Newton's second law is applicable only in inertial frames of reference.

Statement1 is true, Statement2 is true;
Statement2 is not the correct explanation of Statement1.

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Statement1 is false, Statement2 is true.

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Statement1 is true, Statement2 is false.

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Statement1 is true, Statement2 is true;
Statement2 is the correct explanation of Statement1.

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Solution

The correct option is D Statement1 is true, Statement2 is true;
Statement2 is the correct explanation of Statement1.
First law defines inertial frame and
second law applicable only in inertial frames of reference.
Correct option is (D).

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\to L = I \to ω

II

\to τ = \frac{d \to L}{d t}

Statement1: The polynomial $P (x) = 4 x^{3} - 3 x^{2} + 5 x - 6$ when divided by $x - 1$ gives zero as the remainder.

Statement2: $(x - 1)$ is a factor of the polynomial $P (x) = 4 x^{3} - 3 x^{2} + 5 x - 6$ .

Statement - I: $C l^{-} a n d C a^{2 +}$ are isoelectronic species.
Statement - II: Isoelectronic species should have same charges.

n \geq 2,

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