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Byju's Answer
Standard XII
Physics
Newton's Law of Gravitation
When two disp...
Question
When two displacements represented by y1=a sin(ω t) and y2 =b cos(ω t) are superimposed the motion is?
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Similar questions
Q.
When two displacements represented by
y
1
=
a
s
i
n
(
ω
t
)
and
y
2
=
b
c
o
s
(
ω
t
)
are superimposed, the motion is:
Q.
When two displacements represented by
y
1
=
a
s
i
n
(
t
)
and
y
2
=
b
c
o
s
(
ω
t
)
are superimposed the motion is :
Q.
Two wave represented by
Y
1
= a sin cot and
Y
2
= a sin
(
c
o
t
+
ϕ
)
with
ϕ
=
π
2
are superimposed at any point at a particular instant. The resultant amplitude is :
Q.
Assertion :Two waves
y
1
= A sin
(
ω
t
+
k
x
)
and
y
1
= A cos
(
ω
t
−
k
x
)
are superimposed, then x = o, becomes a node. Reason: At node net displacement due to two waves should be zero.
Q.
Two superimposing waves are represented by equation
y
1
=
2
sin
2
π
(
10
t
−
0.4
x
)
and
y
2
=
4
sin
2
π
(
20
t
−
0.8
x
)
. The ratio of
I
m
a
x
to
I
m
i
n
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