Two waves represented by y - a sin - t - kx and y - a cos - t - kx are superimposed- The resultant wave will have an amplitude

The two waves are obviously at a phase difference of π/2 so the resultant amplitudeA=√(a^2+a^2+2.a.acosπ/2)=√(2)a ...

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Resultant Wave Equation

Two waves rep...

Question

Two waves represented by $y = a s i n (ω t - k x)$ and $y = a c o s (ω t - k x)$ are superimposed. The resultant wave will have an amplitude

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$\sqrt{2} a$

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y = a s i n (ω t - k x)

y = a c o s (ω t - k x)

Two waves represented by $y$ = $a s i n (w t - k x)$ and $y$ = $a c o s (w t - k x)$ are superposed. The resultant wave will have an amplitude

y = a s i n (ω t - k x)

y = a c o s (ω t - k x)

y_{1}

(ω t + k x)

y_{1}

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Two waves represented by $y$ = $a s i n (w t - k x)$ and $y$ = $a c o s (w t - k x)$ are superposed. The resultant wave will have an amplitude

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