Figure 2-1 At t = 0 s a) Rider C is ahead of rider D. b)...
Figure 2-1
At t = 0 s
a) Rider C is ahead of rider D.
b) Rider D is ahead of rider C.
c) Rider C and D are at the same position.
Please explain how you got the answer and any equations you may have used! A step-by-step solution would be very helpful. Thanks!
Homework Answers
From the graph it is clear that at time t =0 rider D is ahead of rider C.
From the graph you can see that at t= 0 s the position of C is at origin (x = 0 m) and the position of D is at somewhere x = a m away from origin .
After 10 seconds C will be ahead of D as velocity of C is greater than D (Because Slope of C > Slope of D).
For any doubt please comment.
Figure 2-1 At t = 0 s a) C is moving, and D is at rest....
Figure 2-1
At t = 0 s
a) C is moving, and D is at rest.
b) D is moving, and C is at rest.
c) C and D are both moving.
d) C and D are both at rest.
Please explain how you got the answer and any equations you may
have used! A step-by-step solution would be very helpful.
Thanks!
(IM) t (S)
Find K r" = kt r = 1 t = 0 r = 2 t =3...
Find K
r" = kt
r = 1 t = 0
r = 2 t =3
Imagine that you are an engineer working in à mahufaclug created a machine that is used to adhere one part to another. Figure 2 shows Part A being adhered to Part B. You will assume that you have constrained the manipulator such that 0 for all time. Additionally, you will control the acceleration of the end-point of the manipulator, and this expression is given...
The parameters are as follows k=0.1,a=1.00,b=1,c=1.0,d=25,w_1=20,w_2=25,Kv=50 e(t) r(t) e (t) G(s) Figure 1: Feedback...
The parameters are as follows
k=0.1,a=1.00,b=1,c=1.0,d=25,w_1=20,w_2=25,Kv=50
e(t) r(t) e (t) G(s) Figure 1: Feedback control system A pulley and belt transmission has a linearized relationship between the driven pulley angle e (t) in degrees and the input torque u(t) in Newton meters given by the following differential equation du(t) dt A feedback control system (illustrated in Figure 1) needs to be designed such that the closed-loop system is asymptotically stable and such that the following design criteria are met 1....
b) The figure below shows an FM demodulator. s'(t)Envelope detector Demodulated signal s(t) Differentiator Figure 4: Question 2(b) In the system above, the differentiator performs the time-differ...
b) The figure below shows an FM demodulator. s'(t)Envelope detector Demodulated signal s(t) Differentiator Figure 4: Question 2(b) In the system above, the differentiator performs the time-differentiation operation s'(t) = as(t). Also, the envelope detector is assumed to be ideal, capable of extracting the envelope of the incoming signal perfectly. Describe, by equations, how the above FM demodulator may exactly recover the message signal from the FM signal. (6%) (c) Is the FM demodulator in Question 2(b) a coherent detector,...
D A T 0 05 C charge moves with a velocity of 1000 m/'s to the...
D A T 0 05 C charge moves with a velocity of 1000 m/'s to the right, and encounters a constant magnetic field of 0,001 pointed 30 degrees from the vertical direction a. What is the direction of the force (show a picture illustrating the vector cross product) b. What is the magnitude of the force? c. If the mass is 1 g, what is the acceleration? d. As the mass continues to move, will the direction of the force...
5. Repeat the same questions in 4.) for the ODE Py"- tt+2)y+(t+2)y2t3, (t>0) (a) Find the general solution of the homogeneous ODE y"- 5y +6y 0. Particularly find yi and (b) Find the...
5. Repeat the same questions in 4.) for the ODE Py"- tt+2)y+(t+2)y2t3, (t>0) (a) Find the general solution of the homogeneous ODE y"- 5y +6y 0. Particularly find yi and (b) Find the equivalent nonhomogeneous system of first order with the chan of variable y (c) Show that (nvand 2( re solutions of the homogeneous system of ODEs (d) Find the variation of parameters equations that have to be satisfic 1 for y(t) vi(t)u(t) + (e) Find the variation of...
a) Find the general solution of the differential equation Y'(B) + 2y(s) = (1)3 8>0. b)...
a) Find the general solution of the differential equation Y'(B) + 2y(s) = (1)3 8>0. b) Find the inverse Laplace transform y(t) = --!{Y(s)}, where Y(s) is the solution of part (a). c) Use Laplace transforms to find the solution of the initial value problem ty"(t) – ty' (t) + y(t) = te", y(0) = 0, y(0) = 1, fort > 0. You may use the above results if you find them helpful. (Correct solutions obtained without Laplace transform methods...
73. The free-rider problem may arise in the case of _______ a. club goods b. inferior goods c. private goods d. public g...
73. The free-rider problem may arise in the case of _______ a. club goods b. inferior goods c. private goods d. public goods 74. Which of the following is likely to have a free-rider problem? a. On-the-job training programs b. Movie DVDs c. Mobile phones d. Environmental protection programs 75. Which of the following is not a solution to the tragedy of the commons? a. granting a subsidy of the use of the common resource b. levying a tax on...
please show steps For the system shown in the figure. a. Find the transfer function 0,(s)/T(S)....
please show steps
For the system shown in the figure. a. Find the transfer function 0,(s)/T(S). b. Find the damping Dyo yield a 20% gvershoot in output angular displacement for a step torque input. N =25 kg-r W3 10 N2=5 D N-m/rad N4 5 0000
For the system shown in the figure. a. Find the transfer function 0,(s)/T(S). b. Find the damping Dyo yield a 20% gvershoot in output angular displacement for a step torque input. N =25 kg-r W3...
KATZPSEF1 16.P.005. (Help with Physics Homewoerk
A simple harmonic oscillator's velocity is given by vy(t) = (0.930 m/s)sin(11.0t − 6.45). Find the oscillator's position, velocity, and acceleration at each of the following times. (Include the sign of the value in your answer.)(a) t = 0position -0.0834 mvelocity -0.154 m/sacceleration 10.1 m/s2(b) t = 0.500 sposition -0.0492 mvelocity -0.756 m/sacceleration 5.95 m/s2(c) t = 2.00 sposition 0.0835Your response differs significantly from the correct answer. Rework your solution from the beginning and check each step carefully. mvelocity 0.146Your response differs from the correct answer by more than 100%. m/sacceleration -10.1The response you submitted has the wrong sign. m/s2I used,y(t)= −0.0845 cos(11.0t − 6.45) m to solve position...
Figure 2-1
At t = 0 s
a) C is moving, and D is at rest.
b) D is moving, and C is at rest.
c) C and D are both moving.
d) C and D are both at rest.
Please explain how you got the answer and any equations you may
have used! A step-by-step solution would be very helpful.
Thanks!
(IM) t (S)
Find K
r" = kt
r = 1 t = 0
r = 2 t =3
Imagine that you are an engineer working in à mahufaclug created a machine that is used to adhere one part to another. Figure 2 shows Part A being adhered to Part B. You will assume that you have constrained the manipulator such that 0 for all time. Additionally, you will control the acceleration of the end-point of the manipulator, and this expression is given...
The parameters are as follows
k=0.1,a=1.00,b=1,c=1.0,d=25,w_1=20,w_2=25,Kv=50
e(t) r(t) e (t) G(s) Figure 1: Feedback control system A pulley and belt transmission has a linearized relationship between the driven pulley angle e (t) in degrees and the input torque u(t) in Newton meters given by the following differential equation du(t) dt A feedback control system (illustrated in Figure 1) needs to be designed such that the closed-loop system is asymptotically stable and such that the following design criteria are met 1....
b) The figure below shows an FM demodulator. s'(t)Envelope detector Demodulated signal s(t) Differentiator Figure 4: Question 2(b) In the system above, the differentiator performs the time-differentiation operation s'(t) = as(t). Also, the envelope detector is assumed to be ideal, capable of extracting the envelope of the incoming signal perfectly. Describe, by equations, how the above FM demodulator may exactly recover the message signal from the FM signal. (6%) (c) Is the FM demodulator in Question 2(b) a coherent detector,...
D A T 0 05 C charge moves with a velocity of 1000 m/'s to the right, and encounters a constant magnetic field of 0,001 pointed 30 degrees from the vertical direction a. What is the direction of the force (show a picture illustrating the vector cross product) b. What is the magnitude of the force? c. If the mass is 1 g, what is the acceleration? d. As the mass continues to move, will the direction of the force...
5. Repeat the same questions in 4.) for the ODE Py"- tt+2)y+(t+2)y2t3, (t>0) (a) Find the general solution of the homogeneous ODE y"- 5y +6y 0. Particularly find yi and (b) Find the equivalent nonhomogeneous system of first order with the chan of variable y (c) Show that (nvand 2( re solutions of the homogeneous system of ODEs (d) Find the variation of parameters equations that have to be satisfic 1 for y(t) vi(t)u(t) + (e) Find the variation of...
a) Find the general solution of the differential equation Y'(B) + 2y(s) = (1)3 8>0. b) Find the inverse Laplace transform y(t) = --!{Y(s)}, where Y(s) is the solution of part (a). c) Use Laplace transforms to find the solution of the initial value problem ty"(t) – ty' (t) + y(t) = te", y(0) = 0, y(0) = 1, fort > 0. You may use the above results if you find them helpful. (Correct solutions obtained without Laplace transform methods...
please show steps
For the system shown in the figure. a. Find the transfer function 0,(s)/T(S). b. Find the damping Dyo yield a 20% gvershoot in output angular displacement for a step torque input. N =25 kg-r W3 10 N2=5 D N-m/rad N4 5 0000
For the system shown in the figure. a. Find the transfer function 0,(s)/T(S). b. Find the damping Dyo yield a 20% gvershoot in output angular displacement for a step torque input. N =25 kg-r W3...
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