Physics: Math Physics
IMPORTANT! Typed step by step answer is prepered. If hand written, please make it clear and legible. Thanks!
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Physics: Math Physics IMPORTANT! Typed step by step answer is prepered. If hand written, please make...
Physics: Analytical Physics IMPORTANT! Typed step by step answer is preferred. If hand written, please make it clear and legible. Thanks :) (50 points) (Q2.9 in the textbook) A baseball (radius 0.0366 m, mass 0.0145 kg at the top of the Empire State Building (height 1250 ft). Calculate (a) the initial potential energy of the baseball, (b) its final kinetic energy, and (c) the total energy dissipated by the falling baseball by computing the line integral of the force of...
Math Physics: IMPORTANT! Step by step *typed* format preferred. If hand written, please write clearly and legibly. Please be sure answer is CORRECT! (No wrong answers please!) Thanks! Use the integral test to find whether the following series converge or diverge. Co (n2 + 1)2
IMPORTANT: Step by step *typed* format preferred. If hand written, please write clearly and legibly. Please be sure answer is CORRECT. Thanks! How fast must a meter stick be moving if its length is observed to shrink to 0.7 m?
IMPORTANT: *Typed* step by step format preferred. If hand written, please write clearly and legibly. Please be sure answer is CORRECT. Thanks! Simple Harmonic Oscillator Schrodinger Equation h2 d For a simple harmonic oscillator with wavefunction ψη(x) mo v21-Hn(f)e-f/2 V2nn! Hermite Polynomials H.(E) Ho-I H.-1654-484° + 12 H,-3255-1604° + 120E Beginning with the Time dependent Schrodinger equation ih ot 2m dx2 and Ψ(x, t) ψ(x)φ(t) Explicitly show how the following two equations are obtained h2 d 2m dx2
Step by step typed format preferred. If hand written, PLEASE write clearly and legibly. Thanks! 5. (20 pts) Show that (x3) 0 for a simple harmonic oscillator wave functions with unspecified n. (Hint: Use Symmetry properties of the Hermite Polynomials) a. (15 pts) a. Show that the solution to the free particle Schrodinger equation dx is: ψ Ae-ikx + Beikx where k = b. (5 pts) Which term vanishes (blows up) if the particle for xO region. (note: k >0)
Refer to the integrals and equations below when/if needed. IMPORTANT: *Typed* step by step answers preferred. If hand written, please write clearly and legibly. Please be sure answer is CORRECT. Thanks! If Hyı = Evi, Hv2 = EV2, and HVs = 3by3, Show whether each function below is an eigenfunction of H and if so state the eigenvalue. Note cı, c2, c3, are constants. Integrals: x" e-ax dx = Joe-ax2 dx .2n e-az? dx = 13 5- (2n-1) (a)1/2 a...
***TYPED PLEASE. NOT HAND WRITTEN********* Please give clear and detailed answer(one paragraph at least). Also add a link to at least one source/reference you used. Certain enzyme-driven reactions require cofactors many of which can be obtained through the diet. If the diet is deficient in these cofactors, it can halt the reaction causing a disease state. An example of this is ascorbic acid. When deficient in the diet it can lead to the loss of teeth, scaly skin, bleeding in...
Answer the Question please Typed - Written or Excel Pictures But not as hand writing pictures They need Z Values - Z Table 5. Suppose a survey researcher studying annual expenditures on lipstick wishes to have a 99 percent confidence level and a range of error (E) of less than $2. If the estimate of the standard deviation is $29, what sample size is required for this? (1 Marks) You need to fix ques 4c and 5. We covered z-values...
Can you please solve this on hand written notes (step by step) with proper explanation. Thanks. Obtain the closed-form expression for the free response of the system using values m2 =4, mz=1, kq-16, k2=12, C1=0, c2=0. The initial conditions are x1(0)=1, x2(0)= x; (0)= *2(0). Om s1 www m 11 k2(x1 - x) f cal-in) m2 m2 (b) (a) FIGURE 6.1-6 (a) A system with two degrees of freedom. (b) Free-body diagrams.
can I please to have an clear hand written answer for above question, your help is appreciated, thanks. 15] Question3 A control system is modelled by the following differential equation: dt dt Using Laplace transform solve this differential equation assuming that all the initial conditions [15] are zero. 10