y=asin(bt-cx) how can i get the dimension of b
Answers
Answered by
0
Answer:
judge the equivalent resistance when the following are connected in parallel
a) 1 home and
b) 1000000homes
Explanation:
judge the equivalent resistance when the following are connected in parallel
a) 1 home and
b) 1000000homes
Answered by
0
Explanation:
Given, y = a sin (bt - cx)
Comparing the given equation with general wave equation
y = a sin (
T
2πt
−
λ
2πx
)
we get b=
T
2π
,c=
λ
2π
(a) Dimensions of
a
y
=
metre
metre
=
L
L
(b) Dimensions of bt =
T
2π
⋅t=
T
T
(c) Dimensions of cx =
λ
2π
⋅x=
L
L
(d) Dimensions of
c
b
=
T
2π
/
λ
2π
=λ/T=LT
−1
Thus, option (d) has dimensions.
Similar questions