instead of 36.8 please use 3.68mA Find voltage on capacitor shown on Figure 3 as a function of time, if curent from Figure 3 is applied across its terminals. Initial voltage at time-0 is loV pt 1(E) lo t,sec Figure 3 Find voltage on capacitor shown on Figure 3 as a function of time, if curent from Figure 3 is applied across its terminals. Initial voltage at time-0 is loV pt 1(E) lo t,sec Figure 3
. 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...
Problem 4 For the wave function φ(x,0) = Ax(a-x) find the expectation value of Hat time ț-0 in the ID box of length .
A displacement vector is given: r=(2.3m) i hat +(5.4m/s^2) t^2 j hat- (3.0m/s^3) t^3 z hat a. Find the displacement from t=0 s to t=3.0 s. b. Find the velocity vector. c. Find the average velocity from t = 0 s to t = 3.0 s. d. Find the acceleration vector.
11 Consider the one-dimensional oscillator defined on page 6. At time t function (r, t is given by 0, its wave (a, 0) N{(2+3i)óo(a) - V/5¢2(x) + (2 - i/3)()} (a) Choose N such that Į is normalised to 1. [2] (b) What are the allowed energies, and with what probabilities? (c) What is the wave function at time t? [] What is the probability for even parity to be measured? Briefly explain (d) [I] explicit expression for a_ V...
An object moves up and down. Its height, h in feet, is a function of time, t in seconds. It is known that • The domain is (-2,4). • The initial height is h(0) = 7 feet. • The graph of the velocity is h' (ft/s) 12 А. t(s) 1 -8 -12 1. What intervals is the height is increasing or decreasing? Enter answers using interval notation. Enter multiple intervals as comma-separated list. increasing (0.2) decreasing (-2,0), (2, 4) 2....
8. The position vector r of a point P is a function of the time t and r satisfies the vector differential equation d2r dr 2k (k2 n2)r g, dr2 where k and n are constants and g is a constant vector. Solve dr a and dt this differential equation given that r v when t = 0, a and v being constant vectors Show that P moves in a plane and write down the vector equation of this plane...
Wave function of a harmonic oscillator at the initial moment of time t=0 has the form where . I need to find the wave function at an arbitrary time t.
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...
Given the following: B vector = B_0 alpha [(yzt omega)i^hat (xz omega t) j^hat + (y^2 t omega)k^hat], determine the electric field. Here B_0, and alpha are constants with proper units.