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(Solved): A harmonic motion is given by , where A = 10 and . We want to break it into two components, one of ...



A harmonic motion is given by x(t) = A\cdot Sin (wt+\Theta ), where A = 10 and \Theta = 45^{\circ}. We want to break it into two components, one of which is x(t) = A_{1}\cdot sin(wt+\Theta_{1}) , where A1 = 5 and \Theta_{1} = 30^{\circ} find the other component.

Q4 (5 marks): A harmonic motion is given by \( x(t)=A \cdot \sin (\omega t+\theta) \), where \( A=10 \) and \( \theta=45^{\ci

Q4 (5 marks): A harmonic motion is given by , where and . We want to break it up into two components, one of which is , where and . Find the other component.


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According to question:function: x(t)=10sin?(wt+45)First component: x1(t)=5sin?(wt+30)
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