The equation of displacement of two waves are given as y1 - 10 sin 3- t - - -3 y2 - 5 sin 3- t - -3 cos 3 - t- then what is the ratio of their amplitude-

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Sinusoidal Wave

The equation ...

Question

The equation of displacement of two waves are given as
$y_{1} = 10 s i n (3 π t + π / 3)$
$y_{2} = 5 (s i n 3 π t + \sqrt{3} c o s 3 π t)$ , then what is the ratio of their amplitude;

1:2

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2:1

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1:1

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None of these

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Similar questions

y_{1} = 10 s i n (3 π t + \frac{π}{3})

y_{2} = 5 (s i n 3 π t + \sqrt{3} c o s 3 π t)

y_{1} = 10 sin (3 π t + \frac{π}{3}), y_{2} = 5 (sin 3 π t + \sqrt{3} cos 3 π t)

Y_{1} = 10 sin (π t + π / 3)

Y_{2} = 5 (sin 3 π t + \sqrt{3} cos 3 π t

Y_{1} = 10 sin (3 π t + \frac{π}{4})

Y_{2} = 5 (sin 3 π t + \sqrt{3} cos 3 π t)

y_{1} = 10 sin (3 π t + π / 4)

y_{2} = 5 (sin 3 π t + \sqrt{3} cos 3 π t)

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