2. A recta A rectangular block, with face lengths a and b, is to be suspended...
i don't know (c)
(10 points) A rectangular block, with face lengths a 35 cm and b 45 cm, is to be suspended on a thin horizontal rod running through a narrow hole in the block. The block is then to be set swinging about the rod like a pendulum, through small angles so that it is in simple harmonic motion (SHM) Figure 4 shows one possible position of the hole, at distance r from the block's center, along a...
Question 11 A rectangular block, with face lengths a = 33.0 cm and b = 46.0 cm, is to be suspended on a thin horizontal rod running through a narrow hole in the block. The block is then to be set swinging about the rod like a pendulum, through small angles so that it is in SHM. The figure shows one possible position of the hole, at distance from the block's center, along a line connecting the center with a...
Chapter 15, Problem 048 A rectangular block, with face lengths a = 34.0 cm and b = 40.0 cm, is to be suspended on a thin horizontal rod running through a narrow hole in the block. The block is then to be set swinging about the rod like a pendulum, through small angles so that it is in SHM. The figure shows one possible position of the hole, at distance r from the block's center, along a line connecting the...
One simple pendulum and the physical pendulums (disk and rod) are suspended on the crossbar, as shown in figure. (a) Calculate the natural linear frequency of the simple pendulum, if the length of the simple pendulum is =1.6 m (b) Calculate the natural angular frequency of the disk. The radius L 5 of the disk is R=0.5 m; moment of inertia about an axis through the 0.3 R center of mass is ICM =mR2 (c) Calculate the natural period of...
17 points) One simple pendulum and the physical pendulums (disk and rod) are suspended on the crossbar, as shown in figure. (a) Calculate the natural linear frequency of the simple pendulum, if the length of the simple pendulum is -1.6 m (b) Calculate the natural angular frequency of the disk. The radius of the disk is R-0.5 m; moment of inertia about an axis through the center of mass is ICM = mR2 - (c) Calculate the natural period of...
yBLEMS FOR TOPIC 3 ASSIGNMENT QUESTIONS AND PROBLEMS FOR TOPIC 3.1 A student was supplied with a stop watch, two metre rules and a simole pendulum suspended from a ceiling and was asked to measure the heihple the ceiling indirectly. He set the pendulum swinging through a small angle and measured the period of oscillation for different lengths of the Since he was unable to measure the length of the pendulum direer measured the height of the centre of the...
Let d8 = 9
g = 9.81
Please give the answer corrected to 3 significant
figures.
*And please write clearly for easier reading.
*
Question 2 (25 marks) A compound pendulum pivoted at O consists of a hollow-disk of radius R=40+2xds cm with a hole of radius 20 cm and a thin rod (1.2 kg, total length = 80 cm) attached on the top. Given the mass density of the hollow disk is 4 kg/m² 60 cm 20 cm 30...
ASSIGNMENT QUESTIONS AND PRORLEMS FOR TOPIC 3 ASSIGNMENT QUESTIONS AND PROBLEMS FOR TOPIC 3 3.1A student was supplied with a stop watch, two metre rules and a simple pendulum suspended from a ceiling and was asked to measure the height of the ceiling indirectly, He set the pendulum swinging through a small angle and measured the period of oscillation for different lengths of the pendulum. Since he was unabie to measure the length of the pendulum directly, he measured the...
lightstrikes a flat 2.00cm thick block of glass (n-1.50) at an angle of 30.0 with the normal Fig. ). (o) Trnce the light beam through the glass, incidence and refnction at each surfince. (b)When the light glass, block, it is required for the light to pass through the glass block ray passes through the shifted laterally by a distance d. Find the value of d.(c) Find the time 30.0 2.00 cm A 2.00 C charged 1.00 g cork ball is...
please answer as many questions as possible. I will “thumb up” the
answers. Thanks!
1. You are on a boat, which is bobbing up and down. The boat's vertical displacement y is given by y 1.2 cos(t). Find the amplitude, angular frequency, phase constant, frequency, and period of the motion. (b) Where is the boat at t 1 s? (c) Find the velocity and acceleration as functions of time t. (d) Find the initial values of the position, velocity, and...