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F(1) and F(0) are major components of...

`F_(1)` and `F_(0)` are major components of

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According to question `F_(1)=K_(1)x` and `F_(2)=-K_(2)x`
So, `n_(1)=(1)/(2pi)sqrt((K_(1))/(m))=6 Hz`
`n_(2)=(1)/(2pi)sqrt((K_(2))/(m))=8 Hz`
Now, `F=F_(1)+F_(2)=-(K_(1)+K_(2))x`
Therefore, `n=(1)/(2pi)sqrt((K_(1)+k_(2))/(m))`
`impliesn=(1)/(2pi)sqrt4pi^(2)n_(1)^(2)m+4pi^(2)n_(2)^(2)m)/(m))`
`" "`[As, `K=4pi^(2)n^(2)m`]
`=sqrt(n_(1)^(2)+n_(2)^(2))=sqrt(8^(2)+6^(2))=10 Hz`
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