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Pld) (10 pts) R R2 m, Hollowayhinde Ri= 1,2m R₂ = = 3m m;= mass =...
1. (20 pts.). In the circuit shown in the diagram R 10 m,Ra 0.02 , R 01 , Rs -30 mt Rs 40 min. Rs 50 min. R7 60 min, and ε 100 V. A) (10 pts.) find the equivalent resistance for this circuit; B) (5 pts.) find the voltage and the current for the resistor R C) (5 pts.) find the electric power in the resistor Rr. 2. (20 pts.). In the cir rcuit shown in the diagram, find...
= 30 m2, 1. (20 pts.). In the circuit shown in the diagram Rj = 10 m2, R2 = 0.02 , R3 = 0.01 , R Rs = 40 ml, R = 50 m2, Ry = 60 mA, and < = 100 V. A) (10 pts.) find the equivalent resistance for this circuit; B) (5 pts.) find the voltage and the current for the resistor Ri C) (5 pts.) find the electric power in the resistor R. R R2 R...
10. For the circuit shown below, Ri=1002, R2=20 (2, R3=20 Q, R4=30 . What is the equivalent resistance in the circuit shown in the figure? Find the current and potential across R4 and R2 when an 18 V battery is connected to this circuit. (10 points) R10 - 100 Rea 10+10+30 R = 102 R- 2003 R;=200 I am 30n R = 30 V =IR Reg = 502 I =ř Inlotions I.
Two bodies of mass mi = 3 kg and m2 5 kg are joined to a pulley in the form of a disk of mass M 2 kg and radius R2 0.020 m that has a groove of Ri 0.10 m (of negligible mass), such as the picture shows. = = Both slide on inclined planes 30° and 60°. The kinetic coefficients between the bodies and the planes are Mi =0.3 and H2 =0.1 respectively. M R2 (R mi m2...
Constants Two metal disks, one with radius Ri = 2.44 cm and mass M = 0.820 kg and the other with radius R2 = 5.07 cm and mass M2 = 1.66 kg, are welded together and mounted on a frictionless axis through their common center. (Figure 1). Part A What is the total moment of inertia of the two disks? I = 2.38 10-3 kg. m² Submit Previous Answers Correct Part B A light string is wrapped around the edge...
A cylinder with moment of inertia I about its center of mass, mass
m, and radius r has a string wrapped around it which is tied to the
ceiling (Figure 1) . The cylinder's vertical position as a function
of time is y(t).At time t=0 the cylinder is released from rest at a height h above
the ground.Part
BIn similar problems involving rotating bodies, you will often also
need the relationship between angular acceleration, ?, and linear acceleration, a. Find...
Need part 2.
3. In following circuit, (1) Assume the Op Amp is ideal, Ri= 10 k 2, R2 = 20 k 2, R;= 10 k 2 and R = 30 k12, find the voltage gain Vo/Vi and input resistance R. (8 pts) (2) Assume the Op Amp is not ideal, and the open-loop gain is As, R = 10 k 2, R2 = 20 k 2, R;= 10 ks2 and Ri= 30 ks2, find the voltage gain Vo/Vi and...
uestion 3: (10 points) n the RC circuit in the figure, Ri = 10 KQ, R2 = 30 KO, and C 6 uF. aswer the following questions, ) What is the equivalent resistor R12 to R and R2? 2) Find the differential equation relating the output voltage Vout to the input voltage 3) What is the order of the system? 4) What is the time constant t? 5) For step input Vin = 10V, find an expression for the output...
Atwood’s machine with a massive pulley and massless string: two
masses are initially at rest at the same height. After the masses
are released, the large mass m2, falls through a height
h and hits the floor, and the small mass, m1, rises
through a vertical height h. Assuming the pulley has mass M and
radius R, find the speed of the masses just before m2
lands, giving your answer in terms of m1, m2,
g, M, R, and h....
A box of mass m that was sliding along the floor, hits an incline plane and slides up the inclined plane with angle theta at a velocity v0. Find an expression for the maximum height, h, above the floor that the box reaches. This expression should not depend on m or theta, but only on v0 and g.