Easy# Sinusoidal Oscillation with Variable Amplitudes

EANDM-SN@JLF

Particle **'1'** is undergoing sinusoidal motion according to the equation $y_1=A_1 \,sin(2\pi f t)$. Particle **'2'** is undergoing sinusoidal motion given by the equation $y_2=A_2 \,sin(2\pi f t)$. The value of $A_2 = 2\times A_1$. Both motions start such that $y_1 =y_2 = 0\,m$ at $t=0\sec$.

If particle **'1'** has a value of $y_1 = A_1$ at time $t=t_0$, at what time will particle **'2'** have a value $y_2= A_2$?