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Q. Consider the Hamiltonian
Here χ is the position vector, f is a constant and ~σ = (σx, σy, σz), where σx, σy, σz are the Pauli matrices. Find the energy eigenvalues for this Hamiltonian.
What interpretation can be given to the vector
Find the slope of the line tangent to the graph of r = 1 -sin θ at θ = π. Find the Cartesian equation for the line tangent to the graph of r = 1 - sin θ at θ = π.
Find a counter example to the statement: The cube of a number added to the sum of three times the number and 3 is a prime number.
Create a bar graph using two different colors to represent the male and female categories. Use age to categorize and graph the average height.
1. Find an equation for the line with the given properties. Express the answer using the slope-intercept form of the equation of a line. Parallel to the line y = -3x; containing the point (2, 3) a. y - 3 = -3x - 2 b. y = -3x - 9 c. y = -..
The sales representative here tells you they also have two floor plans available, but they only have 38 homes still for sale. Write an equation that illustrates the situation. Use x and y to denote floor plan one and floor plan two respectively.
Construct side by side bar chart for nonconformances and shift
a boat can travel 124 mph in still water. if it travels 203 miles with the current in the same length of time it travels 133 miles against the current, what is the speed of the current?
There are 3 boxes. Each box contains several envelopes. Some envelopes have "you lose" written on them. The rest say "you win..." . However, of the ones that say "you win..." , some contain only a piece of paper saying "... nothing" . Each of the ..
Find the roots of the auxiliary equation for the homogeneous solution, listed in increasing order. Using a and b for the constants, the homogeneous solution is?
Suppose a given container has 2 non-working engines. Find the probability that the container will not be shipped.
a ski lift begins at ground level 0.75 mile from the base of a mountain whose face has a 50 degree angle of elevation.
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