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5. x(0) and *(0) can be applied to A) X,e5 cos(@,t – 4.) + X cos(@t – ø) B) X cos(ot – 4) +(C, +C,t)e¯® (-5+d5² -1)@,! + C,e' C)X cos(@t – ø) + C,e~5+d£ D) All of the above for integration constants.

5. x(0) and *(0) can be applied to A) X,e5 cos(@,t – 4.) + X cos(@t – ø) B) X cos(ot – 4) +(C, +C,t)e¯® (-5+d5² -1)@,! + C,e' C)X cos(@t – ø) + C,e~5+d£ D) All of the above for integration constants.

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5. x(0) and *(0) can be applied to A) X,e5 cos(@,t – 4.) + X cos(@t – ø) B) X cos(ot – 4) +(C, +C,t)e¯® (-5+d5² -1)@,! + C,e' C)X cos(@t – ø) + C,e~5+d£ D) All of the above for integration constants.
Transcribed Image Text:5. x(0) and *(0) can be applied to A) X,e5 cos(@,t – 4.) + X cos(@t – ø) B) X cos(ot – 4) +(C, +C,t)e¯® (-5+d5² -1)@,! + C,e' C)X cos(@t – ø) + C,e~5+d£ D) All of the above for integration constants.
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