Hint cos Q 1- o or small Q looso Q shaw: E={mgla* lsmat mg
Q: calculate: (a) th real andimaginary part of fiz)= 32-i %3D (b) th real andimaginary part of fiz) =…
A:
Q: A laser is pointed horizontally in a room, a distance y0 above the floor. A pulse of light is…
A: Here is the formula and explaination in the given image
Q: value of the mass
A:
Q: Give the value of the integrals: (i) (w211 | Ĉ- | U211 ) (ii) (2p# | l² | 2Py ) ; (iii) (v3,1,–1 | Ħ…
A: Concept used: A wave function is characterized by n, l, m values. Wave function is given by ψnlm.…
Q: In a region of a radio galaxy an electron of energy E = 20 MeV is emitting synchrotron radiation of…
A: The energy of electron (E) = 20 MeV Frequency (v) = 6.2×109 Hz Evaluate the magnetic field strength.
Q: The postion funct X The Function X-0 X Hp//earm wileyplus.com/courses/35120/asignments/3665901 S The…
A:
Q: What is the equation of the sphere with center (1, –2, 5) and radius 9 ? O (x+1)² + (y – 2)² +…
A: Radius of sphere is 9 and equation of the sphere can be calculated as,
Q: A traveller in a rocketship of legth 200m sets up a coordinate system S' with an origin O' anchored…
A: Einstein gave the special theory of relativity in 1905 in which the time coordinate was not taken as…
Q: pasition of times given by The particle as a function of [(5t - 24)A + (42 - 8t) ĵ + (st² +)km wheue…
A: Given that, The position of a particle is given by : r→=5t2-2ti^+t2-8tj^+3t2+1k^ m Where t is in…
Q: ds²=- Consider the following spacetime: dr² dt2 · + r² (də² + sin² 0 dø²), where > 0 is a constant.…
A: Step 1:Step 2:Step 3:
Q: Astronomers have observed a small, massive object at the center of our Milky Way galaxy. A ring of…
A:
Q: What fraction of the light from the Sun is intercepted and reflected by the Earth? To get an upper…
A:
Q: his is a great solution and makes alot of sense but im having trouble figuring out how the 1/r^2…
A: We will answer this question, following rules of calculus. The details are as follows.
Q: with r > 0 and ~+2. Consider the following line element: ds* = dr2 + tanh(r) do, (a) Compute the…
A: Part a:- The Christoffel symbols (also known as connection coefficients) can be calculated for the…
Q: How do I appropriately answer problem 9.9? I think that the text inside of the chapter has made it a…
A:
Q: By using the Euler's identity: ei(theta) = cos(theta) + i*(sin(theta)) Show that 1. cos(theta) =…
A:
Q: If the indeterminacy at the moment is 0.005%, state what the indeterminacy will be minimum in the…
A:
Q: c) In the Schwarzschild geometry, consider the following function: 5t2 – 2,2 f(r) = (2M)? where t…
A: Concept used: Gradient for given Schwarzschild co-ordinates is given by: ∇a=∂∂tta+∂∂rra
Q: use Euler’s identity, e^iθ = cos(θ) + (i)sin(θ), prove that sin(a + b) = sin(a)cos(b) + cos(a)sin(b)
A:
Q: A spectroscopic binary that has a period of 3.89 days has a near perfect circular orbit. The…
A:
Q: Evaluate x ds, where C is a. the straight line segment x = t, y = 7. from (0,0) to (16,4) b. the…
A:
Q: Calculate the average energy E per mode of oscillation for (a) a long wavelength lambda sign=10…
A: According to question we need to find average energy for long and short wavelength.
Q: Can someone redo this problem or explain to me how tan theta = 1/.5?
A: Because, from trigonometry, we know
Q: Prove the following equation P,y(x,t)= py(x,t) with p=2 (2x-1) Knowing that y (x,t)=3e"
A: Here Px^=-i h2π∇→ . This is the momentum operator the wavefunction will be ψ(x,t)=3 e2πih2x-twhen…
The question is show that E=(1/2)mgl(theta)^2 . Pls help with this one.
Trending now
This is a popular solution!
Step by step
Solved in 2 steps with 1 images
- Show that the one-dimensional p(x) = Ae−ikx and three-dimensional expression p(x, y, z) = Ae−ikr is asolution to the Cartesian form of the Helmholtz equation, ∇2p + k2p = 0Two infinitely-long conductors parallel to the z-axis pass through the points (0,±a).Gauss's law states that fg.dA= -4RGM. A spherical star of mass M and radius R has a uniform density. By applying Gauss's law to a suitable Gaussian surface, show that the magnitude of g within the star rises linearly with radius r. In practice, a star is likely to have a higher density near its center. By referring to Gauss's law, explain in outline what effect this would have on g at a given radius r. Sketch g as a function of r for the above two situations (for r < R and assuming that in both cases the star has the same total mass M).