Choose the right combination of words to complete the blanks in the following sentence, which explains vibration. When vibration is expressed by x(t) = Aeatcos(wt-q), if a is positive, the value becomes the ( (1) ), and if a is negative, the value becomes the ((2)). (1) (2) irregular vibration 1. regular vibration 2. damped vibration divergent vibration 3. irregular vibration regular vibration damped vibration 4. divergent vibration 5. divergent vibration periodic vibration
Choose the right combination of words to complete the blanks in the following sentence, which explains vibration. When vibration is expressed by x(t) = Aeatcos(wt-q), if a is positive, the value becomes the ( (1) ), and if a is negative, the value becomes the ((2)). (1) (2) irregular vibration 1. regular vibration 2. damped vibration divergent vibration 3. irregular vibration regular vibration damped vibration 4. divergent vibration 5. divergent vibration periodic vibration
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
Transcribed Image Text:Choose the right combination of words to complete the blanks in the following sentence, which
explains vibration.
When vibration is expressed by x(t) = Aeatcos(wt-q), if a is positive, the value becomes the ( (1)
), and if a is negative, the value becomes the ((2)).
(1)
(2)
irregular vibration
1. regular vibration
2. damped vibration
divergent vibration
3. irregular vibration
regular vibration
damped vibration
4. divergent vibration
5. divergent vibration
periodic vibration
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