To Demonstrate Resonance with a set of Coupled Pendulums
 1) What is the effect of resonance in a set of coupled pendulums? The maximum amplitude of oscillation in all pendulums The frequency at which the pendulums come to a complete stop The synchronization of motion between the pendulums The maximum amplitude of oscillation in pendulum. The length of that pendulum and oscillated pendulum is same

 2) In a set of coupled pendulums, resonance occurs when: A. The lengths of the pendulums are equal. B. The masses of the pendulums are equal. C. The natural frequencies of the pendulums match. D. The amplitudes of the pendulums are at maximum. B and C C and D A and C A and B

 3) What happens to the amplitude of oscillation in a set of coupled pendulums at resonance? It increases It becomes zero It decreases It remains constant

 4) What determines the natural frequency pendulum? Damping coefficient All of these Length of the pendulums Mass of the pendulums

 5) Which of the following statements are correct? Statement 1: In set of coupled pendulums, maximum transfer of energy happens to pendulum of same length. Statement 2: In set of coupled pendulums, transfer of energy is same to all pendulums. Both are incorrect Both are correct Statement 1 is correct Statement 2 is correct

 6) Which condition is required to achieve resonance in a set of coupled pendulums? The masses of the pendulums are equal The natural frequencies of the pendulums match None of these The amplitudes of the pendulums are at maximum

 7) The time taken for one complete back-and-forth swing of a pendulum is called the: Amplitude Period Damping Frequency

 8) What happens if the driving frequency of a system of coupled pendulums is significantly different from the natural frequency? The amplitudes of the pendulums increase. Resonance occurs. The pendulums stop oscillating. The pendulums oscillate with small amplitude than pendulum which is in resonance.

 9) Which of the following statements are correct: Statement 1: In set of coupled pendulums, all pendulums oscillate in same frequency of oscillated pendulum. Statement 2: In set of coupled pendulums, pendulum of same length oscillates in same frequency of oscillated pendulum. Statement 1 is correct Statement 2 is correct Both are incorrect Both are correct

 10) What happens to the period of a pendulum if the length is doubled? It becomes square root of two times as long It becomes four times longer It remains the same It becomes half as long