Consider solution of a differential equation
of a SHM is given by x=a(coswt+sinwt)
which is linear combination of two
solutions. The phase difference between
the two solutions is
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Answer:
x=asin(ωt−α)=acos(ωt−α−
2
π
)
Another equation is
y=bcos(ωt−α)
∴ The phase difference =(x−y) at t=0
acos(ω.0−α−
2
π
)−bcos(ω.0−α)
=
2
π
=90
0
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