2 Harmonic Motion of a mass+spring x(+) = Acos (√²++6) @ Consider 2 systems, spring each with a constant, k. The mass the first system is m, and the second is m₂. Algebraically The oscillation нийнот k ниююта compare frequencies, w, and CO₂, for the systems. If mazmın which one oscillates at a higher frequency?

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2) Harmonic Motion of a masstspring
x(+) = Acos (55m²++6)
@ Consider 2 systems,
each with a spring
constant, K. The mass
in the first system is
m,, and the second is
mi
m₂. Algebraically,
The oscillation
нийнот
mwo
compare
1
frequencies, w, and coz,
for the systems. If m₂>m₁,
which one oscillates at a
higher frequency?
Oma
Transcribed Image Text:2) Harmonic Motion of a masstspring x(+) = Acos (55m²++6) @ Consider 2 systems, each with a spring constant, K. The mass in the first system is m,, and the second is mi m₂. Algebraically, The oscillation нийнот mwo compare 1 frequencies, w, and coz, for the systems. If m₂>m₁, which one oscillates at a higher frequency? Oma
Expert Solution
Step 1: Data given in the question

I n space t h e space q u e s t i o n space i t space i s space g i v e n space t h a t
t w o space s p r i n g s space h a v e space s a m e space s p r i n g space c o n s tan t comma k
m a s s space o f space f i r s t space s y s t e m space i s comma m subscript 1
m a s s space o f space s e c o n d space s y s t e m space i s space m subscript 2

Here m2>m1

A n d space t h e space e q u a t i o n space o f space o s c i l a t i o n space i s space
X left parenthesis t right parenthesis equals A cos open square brackets open parentheses square root of k over m end root close parentheses t plus phi close square brackets


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