Two waves represented by y1= 3sin 200x-150t and y2 = 3cos 200x- 150t are superposed where x and y are in metrw and t us in second calculats the amplitude of resultant wave
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Hey dear,
◆ Answer-
3 m
.
◆ Explaination-
Let 200x-150t = θ,
Then,
y1 = 3 sinθ
y2 = 3 cosθ
.
Magnitude of resultant displacement is given by -
y = √(y1^2 + y2^2)
y = √[(3sinθ)^2 + (3cosθ)^2]
y = 3 √[(sinθ)^2 + (cosθ)^2]
y = 3 m
Amplitude of resultant wave is 3 m.
Hope this helps you...
◆ Answer-
3 m
.
◆ Explaination-
Let 200x-150t = θ,
Then,
y1 = 3 sinθ
y2 = 3 cosθ
.
Magnitude of resultant displacement is given by -
y = √(y1^2 + y2^2)
y = √[(3sinθ)^2 + (3cosθ)^2]
y = 3 √[(sinθ)^2 + (cosθ)^2]
y = 3 m
Amplitude of resultant wave is 3 m.
Hope this helps you...
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