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Let A be an n by n matrix, possibly not symmetric. Let B = A + AT . Prove B is symmetric and that B is negative semi-definite if and only if A is negative semi-definite.
How does the author determine what the first equation should be? What about the second equation? How are these examples similar? How are they different?
Use the MVT to prove that | sin a - sin b|
Calculate the line integral of F from P_0 at (1,0,0) to P_1 at (-1,0,0) along the direct line path joining these points. Calculate the line integral of F from P_0 at (1,0,0) to P_1 at (-1,0,0) along the horizontal semicircular path joining these poi..
Find residues of the function below at indicated points: [(cos z -1)/z]^2 z0 = 0
find the 90%coinfidence interval for the variance and standard deviation for the time it takes an inspector to check a bus for the safety if a sample of 27 buses ha standard deviation of 6.8 minutes. Assume the variable is nornmally distributed.
Estimate the model where house prices are affected by rail distance only. What is the sign and magnitude of the coefficient on rail distance, and what is the fit of the regression
Define a relation on the set R of all real numbers,
Find the dimensions of the box with maximum possible volume that can be sent through the service, assuming that the width and height of the box are equal.
a professor at a community college claims that a college algebra student can increase his or her score on an exam if
The sum of the heights of all the students in a class is 1,472 in. The median height is 5ft 2in. How many students are 5ft 2in or taller? How many are shorter?
fine the arc length of an arc intercepted by a central angle of .769 radian on a circle with radius 11.4.
What are 3 different ways of solving a system of linear equations?
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