(A) Choose the correet answer: 1. Undamped vibration is characterized by no loss of (Forces) (Kinetic Energy) (Potential energy) (Energy) 2. The difference between the absolute pressure inside the tank and the atmospheric pressure outside the tank is called (Vacuum pressure) (Barometric pressure) (Gauge pressure) (Absolute gauge) 3. The density of the substance to the density of the water is called (Specific weight) 4. Ifa system vibrates due to initial disturbance only, it is called (Mass density) (Weight density) (Specific gravity) (Damped Vibration) (Undamped Vibration) (Free Vibration) (Forced Vibration)

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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(A) Choose the correct answer:
1. Undamped vibration is characterized by no loss of_
(Forces)
(Kinetic Energy)
(Potential energy)
(Energy)
2. The difference between the absolute pressure inside the tank and the atmospheric pressure outside
the tank is called
(Vacuum pressure) (Barometric pressure)
(Gauge pressure) (Absolute gauge)
3. The density of the substance to the density of the water is called
(Mass density)
(Weight density)
(Specific weight)
(Specific gravity)
4. Ifa system vibrates due to initial disturbance only, it is called
(Damped Vibration) (Undamped Vibration) (Free Vibration) (Forced Vibration)
Transcribed Image Text:(A) Choose the correct answer: 1. Undamped vibration is characterized by no loss of_ (Forces) (Kinetic Energy) (Potential energy) (Energy) 2. The difference between the absolute pressure inside the tank and the atmospheric pressure outside the tank is called (Vacuum pressure) (Barometric pressure) (Gauge pressure) (Absolute gauge) 3. The density of the substance to the density of the water is called (Mass density) (Weight density) (Specific weight) (Specific gravity) 4. Ifa system vibrates due to initial disturbance only, it is called (Damped Vibration) (Undamped Vibration) (Free Vibration) (Forced Vibration)
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