When two displacements represented by y1-a sin- t- and y2 -b cos- t- are superimposed the motion is-

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Newton's Law of Gravitation

When two disp...

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When two displacements represented by y1=a sin(ω t) and y2 =b cos(ω t) are superimposed the motion is?

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y_{1} = a s i n (ω t)

y_{2} = b c o s (ω t)

When two displacements represented by $y_{1} = a s i n (t)$ and $y_{2} = b c o s (ω t)$ are superimposed the motion is :

Y_{1}

Y_{2}

(c o t + ϕ)

ϕ = \frac{π}{2}

y_{1}

(ω t + k x)

y_{1}

(ω t - k x)

y_{1} = 2 sin 2 π (10 t - 0.4 x)

y_{2} = 4 sin 2 π (20 t - 0.8 x)

I_{m a x}

I_{m i n}

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