5. The frequency of vibrations of a mass m suspended from a spring of spring cons, (a) 3
- kis given by a relation of this type f = CmK”; where C is a dimensionless quantity
The value of x and y are
Spring
Constant
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Explanation:
Given relation
f = cmxky
where f = Frequency of vibration
m = Mass suspended from a spring
k = Spring constant
c = Dimensionless quantity
By putting the dimensions of each quantity on both the sides, we get
[T−1 ] = [M]x [MT−2 ] y
On comparing the dimensions of quantities on both sides, we get
x + y = 0 and 2y = 1
→ y = 1/2
and x = −1/2
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See the attachment mate
ᴴᴼᴾᴱ ᴵᵀ ᴴᴱᴸᴾˢ ❤
fᎾᏞᏞᎾᎳ mᎬ
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