Two waves represented by y1=asin wt and y2=bcos wt have a resultant
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Y = Y1 + Y2
Y1=Asinwt
Y2=Acoswt
Y = A( sinwt + coswt )
coswt = sin ( 90+wt )
Taking a common
- Y = A [ sin(wt) + sin(90+wt)]
- Y = A [ 2sin((2wt + 90)/2)cos(90/2)]
- Y = A [√2sin(wt + 45)]
Y = √2Asin(wt + 45)
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