Question: If (mathbf{X}_{i}) is a normalized mode shape corresponding to a natural frequency (omega_{i}), then (left(mathbf{X}_{i}, mathbf{X}_{i} ight)_{K}=omega_{i}^{2}). Indicate whether the statement presented is true or

If $\mathbf{X}_{i}$ is a normalized mode shape corresponding to a natural frequency $\omega_{i}$, then $\left(\mathbf{X}_{i}, \mathbf{X}_{i}\right)_{K}=\omega_{i}^{2}$.

Indicate whether the statement presented is true or false. If true, state why. If false, rewrite the statement to make it true.

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