Two particles ‘A’ and ‘B’ start SHM at t = 0. Their positions as a function of time are given by XA=AsinωtXB=Asin(ωt+π3)Column - IColumn - II(A) Minimum time when x is same(P)5π6ω(B) Minimum time when velocity is same(Q)π3ω(C) Minimum time after which vA<0 and vB<0(R)πω(D) Minimum time after which xA<0 and xB<0(S)π2ωWhich of the following option has the correct combination considering column-I and column-II.

Two particles ‘A’ and ‘B’ start SHM at t = 0. Their positions

1.	Two particles ‘A’ and ‘B’ start SHM at t = 0. Their positions as a function of time are given by XA=AsinωtXB=Asin(ωt+π3)Column - IColumn - II(A) Minimum time when x is same(P)5π6ω(B) Minimum time when velocity is same(Q)π3ω(C) Minimum time after which vA<0 and vB<0(R)πω(D) Minimum time after which xA<0 and xB<0(S)π2ωWhich of the following option has the correct combination considering column-I and column-II.
Answer» Two particles ‘A’ and ‘B’ start SHM at t = 0. Their positions as a function of time are given by $X_{A} = A sin ω t$ $X_{B} = A sin (ω t + \frac{π}{3})$ $\begin{matrix} Column - I & Column - II (A) Minimum time when x is same & (P) \frac{5 π}{6 ω} (B) Minimum time when velocity is same & (Q) \frac{π}{3 ω} (C) Minimum time after which v_{A} < 0 and v_{B} < 0 & (R) \frac{π}{ω} (D) Minimum time after which x_{A} < 0 and x_{B} < 0 & (S) \frac{π}{2 ω} \end{matrix}$ Which of the following option has the correct combination considering column-I and column-II.

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