find a potential function for F or determine that F is not conservative.  F = xj + yk

Q: A wavefunction can be written as A cos x + B sin x. It can also be written as Ceix + De-ix. Express…

A:

Q: The density of a star measured from the center of a star is equal to Z. a is constant. find the…

A: We assume a hollow sphere of thickness dr at a radius r from the center of planet.  Mass of this…

Q: 3kg of partick is exercistng sīnusoidally in one-dinension The displacement B X= (Sm)cos( mand /s)t-…

A:

Q: Consider two particles of masses m1 and m2. Let m1 be contined to move on a circle of radius a in…

A: the Lagrangian for the system:

Q: Discuss why we use integration in physics ? Andalso Find the Integration of the FOLLOWING function…

A: Solution: to inegrate f(u) =tan2u+cos2u

Q: I need the answer quickly

A: 1 We know that dQ = dU+dW                or , TdS = dU+pdV                       dU = TdS - pdV Now…

Q: 3x X-4 3. 5x

A:

Q: Implement the following Boolean function with exclusive-OR and AND gates, using a minimum number of…

A:

Q: 5:A): Consider a system is in the state = . Find the eigenvalue of ?

A:

Q: 1. Find the Matrix that represents the operator of the second derivative with respect to position.…

A:

Q: When applying the Schrödinger equation, the result that we are usually solving for is. the energy of…

A:

Q: H2) Particle in a finite well: Let us consider the following potential. V (x) = -Vo for |x| L %3D

A: Required : (a) Why are the energy states called bound states. (b) How does the number of bound…

Q: find the eigenvalues and the normalized eigenvecor of the matrix A= 7 0 0 0 1 -i 9 i -1

A: Solution:given matrixA= 70001-i9i-1Find Eigen values and normalized eigen values.Now taking…

Q: Rank, in increasing order, the derivatives of the function at each of the points A through E. If two…

A: Introduction: In physics, mathematics plays a crucial role. In kinematics, while describing the…

Q: Find the median from the set of No. (4,10,9,6,15,23,20)

A:

Q: Question # 01: Given a potential of the form: 0, * a/2. Derive the conditions for maximum…

A:

Q: Simplify the given Boolean function and design its logic gate S(x, y, z)               =…

A:

Q: 3. In each case, show that f (x) is an eigenfunction of the operator given. Find the eigenvalue.…

A:

Q: Q311 Find the eigenvalues and the eigenvectors of the 1. matrix A= 3.

A:

Q: Normalize the wave function Ψ (x) = A exp (–ax2), A and a are constants, over the domain −∞ ≤ x ≤ ∞

A: Normalization of wave function means scaling of wave function to 1 such that probability of finding…

Q: A particle of under the mass m. moves. influence of Hhe in the hagionx20 and a>0, Determine la) the…

A: Given: Mass of particle = m Potential energy, v(x) = (1-ax)e-ax

Q: A Boolean function of variable A,B, and C is given by f(A, B,C) = ÄBC + ĀBČ + ÃBC + ABC + ABC…

A:

Q: The eigenvalue of a Hermitian operator is generated to be a complex number integer number complex or…

A:

Q: Using the condition (3.027) of Lect. 16, prove that the mo- mentum operator p is Hermitian. HINT:…

A: Condition for the operator to be Hermitian, Using the periodic boundary conditions for the functions…

Q: There is a particle of mass m in the following potential. x a How many useful modes are there? How?

A: Energy for n nodes is given by : n2π2h22ma2

Q: yhe time independent wave function of aparticle of mass m moving in a potential and find the energy

A:

Q: Determine the period of oscillation when a particle of mass m moves in a field with the potential…

A:

Q: Calculate the period of oscillation of ?(x,t) for a particle of mass 1.67 × 10-27 kg in the first…

A: This question can be solved by using quantum mechanical equation.potential well formula

Q: Te = lg(+)° dr (12.1-10) Coherence Time [see (A.2-8) and note that g(0) = 1]. EXERCISE 12.1-1…

A: We have to verify that the given expression for the complex degree of temporal coherence are…

Q: Simplify the Boolean function and design its logic gate D (x, y, z) = XY’Z’+X’YZ’+XYZ+X’Y’Z

A: D=XY'Z'+X'YZ'+XYZ+X'Y'Z

Q: Recall that gravitational potential energy is GMm U(r) = (1) In this homework, we'll derive some…

A: From subparts c and d, we know that, U(r) = -GMmr  for r>RU(r) = -GMmR for r ≤R

Q: When is Q(hat) Hermitian?

A: To explain: An operator can be hermitian on what condition.

Q: Q# 04: Find Laplace transform of the function 2 Sint

A: The function is of the form tn f(t)  where, n=2

Q: Compute the potential difference through which an electron must be

A: We know, hcλ=V......................................(1) ANS:D 9.93*10^-16

Q: 5. Identify which of the following functions are eigen functions of the operator d/dx: а. е b. cos…

A:

Q: Find the maximum and minimum moments of inerfia with respect to axes through point 0 of the shaded…

A: Introduction: Moment of inertia or rotational inertia is a tendency of a body to maintain its…

Q: Q1: Show whether the wave functions are Eigen function of the operator d2 dx2 1- p = cos x 3- = x +2…

A:

Q: 1. Consider the matrix operator A = 2. 1. 4 2. a. Show that 3 is one of its eigenvalues, b. Find the…

A: Given: A=-2-42-212425

Q: Which of the functions below are eigenfunctions of a. sin(3x) b. cos(4x) с. 5х3 d. 1/x е. Зе5x f.…

A:

Q: Under what condition can we treat train as a point object?

A: If the distance covered by the train is much  much larger than the length of the train then we can…

Q: At which of the labeled points will an electron have the greatest potential energy?

A:

Q: find the potential function f for the field F=3xi+6yj+7zk

A:

Q: Using the time-independent Schrödinger equation, find the potential V(x) and energy E for which the…

A:

Q: Determine the value of the commutator a. –Px b. j (hbar) P z OC i (hbar) Îz

A: The properties for the commutation bracket can be written as: Here, i = x, y, z , and j = x, y, z.…

Q: A physicist at a July fireworks display has a stopwatch. She times the lag between when she sees the…

A:

Q: Q A parricle of mass m is projecred to the right with initial kineric Energy To subjecr Fo F(x) =…

A: