Equation of motion, displacement Y is the function of time, time t is variable, for a...

Question

Question

Equation of motion, displacement Y is the function of time, time t is variable, for a given time t A function value Y for a given time t, there is a function value V is there is corresponding to. Velocity V is first derivative of displacement Y, time is variable, 5) Tabulating and plotting: (30 points), for a shouting up from a building problem, y 4.9 t2+ 15t+50, v- -9.8t+15 Yt) 50 55.743 44.257 0 V(t) 15? ?1,531? -ygt tlStt SD-SC793 Plotting Y vs. t and V vs.t 6JIT(4443) t 14.51 GT.A 13 40 3x4. 0.3 6) (30 points) A student at the top of a building which its height is 50.0 meter throws a red ball upward

Add a comment Improve this question Transcribed image text

Answer 1

Answer #1

1 Solol ion Eauaļion 어 rnol ion displace y we con find ti me poflio Vice versa t: 1.53 20 Ct .23 3.4oJ -53 60 50 40 30 20 10 0 2 t 3 4 6 Soluio OD V -qa 8 メo.uut 15- 0 689 ba 3.UOS เว S3 3.40 1,073 10 0 -10

Add a comment

Answer 2

Similar Homework Help Questions

Equation of motion, displacement Y is the function of time, time t is variable, for a...

Equation of motion, displacement Y is the function of time, time t is variable, for a given time t, there is A function value Y is corresponding to. Velocity V is first derivative of displacement Y, time is variable, for a given time t, there is a function value V is corresponding to. 5) Tabulating and plotting: (30 points), for a shouting up from a building problem, y 4.9 t2+ 15t +50, V-9.8t +15 Y) 50 55.74344.257 vt 1? 1.531...
. ioins the Equation of motion, displacement Y is the function of time, time t is...

. ioins the Equation of motion, displacement Y is the function of time, time t is variable, for a given time t, there is A function value Y is corresponding to. Velocity V is first derivative of displacement Y, time is variable. for a given time t, there is a function value V is corresponding to. 5) Tabulating and plotting: (30 points), for a shouting up from a building problem, ye 49t2 1st.50, Y(t) 50 55.743? 44.2570 0 1.531? 0...
2. Suppose that the variable, yt, grows at a constant rate g, over discrete time t.This...

2. Suppose that the variable, yt, grows at a constant rate g, over discrete time t.This means that the law of motion of y is ytyt (1 +9), and the value of y at time t, as a function of the initial value yo is given by: ye o (19) (a) Prove that In (ve) is a linear function of time. (b) The slope of the In () is approximately equal to g. That is, prove that lim dln (v)...

The displacement of an oscillating mechanism (in m) at any time (t seconds) is given by 2.1 y-cos...

The displacement of an oscillating mechanism (in m) at any time (t seconds) is given by 2.1 y-cos(t-0.6). (a) For this situation, state (with correct unit) the following: Amplitude: Period: Frequency: Phase angle: Curve start time: (b) Draw a graph of the above function for one cycle. The displacement of an oscillating mechanism (in m) at any time (t seconds) is given by 2.1 y-cos(t-0.6). (a) For this situation, state (with correct unit) the following: Amplitude: Period: Frequency: Phase angle:...
4. a) The one dimensional wave equation for the variable y(z, t) can be written as:...

4. a) The one dimensional wave equation for the variable y(z, t) can be written as: azz czacz where w is the angular frequency (rad/s), k is the wavenumber (rad/m) t is time (s). Show that y(z, t) = 12sin(wt + kz) - 24sin(wt - kz) is a valid solution. (15 marks) b) If a string is fixed at z = Om and at z = 2.4m, and its displacement when vibrating in its fundamental mode is given by: y(z,...
The displacement, x, of a piston in a vehicle with an experimental engine accelerating uniformly, with respect to a stationary point on the ground, is modelled using the function

The displacement, x, of a piston in a vehicle with an experimental engine accelerating uniformly, with respect to a stationary point on the ground, is modelled using the function x(t)=0.5t+t2-8sin5t where t is time, and shown in Figure 5 below. Figure 5 Displacement of a piston in a moving car as a function of timea. Differentiate the function above and write an expression for the velocity, v, of the piston as a function of time t. b. Apply the Newton–Raphson method to x(t) to find the point between t=1s and t=1.5s where x(t) is...

3. The vertical displacement of a string is given by the harmonic function: Y(x, t) =...

3. The vertical displacement of a string is given by the harmonic function: Y(x, t) = 3.5cos(12nt-187x) Where x is the horizontal distance along the string in meters. Suppose a tiny particle were attached to the string at x=5cm. obtain the expression for the vertical velocity of the particle as a function of time.
Determine the position of the mass as a function of time. The function begins at t-0 when the mass has an initial displacement of y (0)-0.80 meters. The initial rate is zero: y' (0)=0 . Grap...

Determine the position of the mass as a function of time. The function begins at t-0 when the mass has an initial displacement of y (0)-0.80 meters. The initial rate is zero: y' (0)=0 . Graph the response for 1 time constant. Show the window values that made the graph (i .e. xmin, хтах, ymin, ymax). Determine G, f, w, and H (all mks units) ans : 4 Homework Set-q Top View | Mass moves horizontally ml/ y NS Figure...
displacement at any time t (5 points) Find the solution of the BVP:y"-4y:0 , y(0)=0, y(1)=0...

displacement at any time t (5 points) Find the solution of the BVP:y"-4y:0 , y(0)=0, y(1)=0 ,

6 (10) Spring Problems: (a) Find the displacement, y(t), (in arbitrary units) as a function of time for the mass in a mass-spring system described by the differential equatiorn Zy" 10y' +...

6 (10) Spring Problems: (a) Find the displacement, y(t), (in arbitrary units) as a function of time for the mass in a mass-spring system described by the differential equatiorn Zy" 10y' + 8y = 100 cos 3t + 4et assuming that the mass is released from rest at the equilibrium position. (This forcing function is not very realistic.) (b) Assume the equation from part (a) describes a mass-spring-dashpot system with a dashpot containing honey. Imagine that the honey is changed...

Equation of motion, displacement Y is the function of time, time t is variable, for a...

Homework Answers