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A particle moves along the {X}-axis according to to the law {S

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A particle moves along the $X$ -axis according to to the law $S = a sin^{2} (ω t - π / 4)$
The velocity of the particle $(μ)$ , as a fiction of the co-ordinate $^{'} x^{'}$ is a. $u^{2} = 4 w^{2} x (a - x)$ b. $u^{2} = 2 w^{2} x (a - x)$ c. $u^{2} = w^{2} x (a - x)$ d. $u^{2} = 8 w^{2} x (a - x)$

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A particle moves along the

X

-axis according to to the law

S = a sin^{2} (ω t - π / 4)

The velocity of the particle

(μ)

, as a fiction of the co-ordinate

^{'} x^{'}

is a.

u^{2} = 4 w^{2} x (a - x)

u^{2} = 2 w^{2} x (a - x)

u^{2} = w^{2} x (a - x)

u^{2} = 8 w^{2} x (a - x)

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Question Text	A particle moves along the $X$ -axis according to to the law $S = a sin^{2} (ω t - π / 4)$ The velocity of the particle $(μ)$ , as a fiction of the co-ordinate $^{'} x^{'}$ is a. $u^{2} = 4 w^{2} x (a - x)$ b. $u^{2} = 2 w^{2} x (a - x)$ c. $u^{2} = w^{2} x (a - x)$ d. $u^{2} = 8 w^{2} x (a - x)$
Topic	Waves and SHM
Subject	Physics
Class	Class 12
Answer Type	Text solution:1