This sysy is in equilibrium.
And Torque = rxF
Now equilibrium equation
15*T = 5*mB
T = 5*75/15 = 25 g
Now total mass at right side = 75 + 25 = 100 g
equilibrium equation
30*mA = 7.5*100 g
mA = 25 g
Mass of fish A = 25 g
The mobile in the figure (Figure 1) is in equilibrium. Object B
has mass of 0.800 kg .
1) Determine the mass of the object A. (Neglect the weights of
the crossbars.)
2)Determine the mass of the object C. (Neglect the weights of
the crossbars.)
3) Determine the mass of the object D. (Neglect the weights of
the crossbars.)
30.00 cm 7.50 cm 15.00 cm 5.00 cm 17.50 cm 5.00 cm
A 10-kg mass hanging from a spring whose equilibrium length is 20 cm stretches it by 4.0 cm. A fish is then hung from the same spring and stretches if by 3.0 cm. Find: A) What is the weight of the fish? B) How long would the spring be stretched if the mass and the fish were hung together from the same spring?
Find the speed of an 8 g mass oscillating at the end of a 0.002 N/m spring if the amplitude is 5 cm and the present displacement from equilibrium is 4 cm. Please show work, thank you!
dent Activities x 3 13 75% Problem 8: Two identical conducting sphere are in equilibrium as shown in the in the figure below. The length of the pendulum is 12 cm, the mass of each conducting sphere is 0.3g ando 40, find the charge of the sphere. (Hint: System in equilibrium means the net force on each ball is equal to zero) Problem 9: Determine the value of Qi, Q1, and Q3 if F12-18N, F23-72N, F13-45N
Particle A has a mass of 5.00 g and particle B has a mass of 1.40 g. Particle A is located at the origin and particle B is at the point (x, y) = (25.0 cm, 2.60 cm). a. What is the x-component of the CM? b. What is the y- component of the CM?
A vertical spring has a mass of 500 g attatched to it and is at equilibrium. When pulled 30 cm down, it takes 12.4 seconds to finish 10 oscillations. The amplitude is approximately 20 cm througout. a. what is the spring constant? when the system is at rest, the mass is 40 cm above a flat surface. Find the potential energy of the spring, the gravitational potential energy of the mass, and the kinetic energy of the mass when: b....
A vertical spring has a mass of 500 g attatched to it, the system is at equilibrium. When pulled 30 cm down, it takes 12.4 seconds to finish 10 oscillations. The amplitude is approximately 20 cm througout. a. what is the spring constant? when the system is at rest, the mass is 40 cm above a flat surface. Find the potential energy of the spring, the gravitational potential energy of the mass, and the kinetic energy of the mass when:...
8. A10 kg mass stretches a spring 70 cm in equilibrium. Suppose a 2 kg mass is attached to the spring, initially displaced 25 cmbelow equilibrium, and given an upward velocity of 2 m/s Find its displacement for t > 0. Find the frequency, period, amplitude, and phase angle of the motion.
MY NOTES A mobile is constructed of light rods, light strings, and beach souvenirs as shown in the figure below. Ifm - 12.09, find values (ing) for the following. (Let d, -4.50 cm, d, - 5.00 cm, dy 10 cm, de-5.60 cm, ds - 2.60 cm, and do -3.50 cm.) 4 des 9 9 9 (d) What I? If m, accidentally falls off and shatters when it strikes the floor, the rod holding m, will move to a vertical orientation...
(11%) Problem 3: You are constructing a mobile out of identical toy helicopters, each of mass m = 28g . 4 identical sticks (each length l = 23.2 cm , and negligible mass), and thin string of negligible mass. The distance from the left-hand side of each stick to the attachment point of the sting supporting it are x1 through x4 respectively, as shown in the diagram. The tensions in the supporting strings are T1 through T4 as shown. You...