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Products of harmonic functions
Suppose u(x, y) and v(x, y) are harmonic in a region under? Under what condition is the product u(x, y) . v(x, y) harmonic? In particular, when is (u^2)(x, y) harmonic?
What would be a reasonble distribution for each
Suppose we are producing copper wire and putting the wire on spools. Each spool contains 100 feet of wire. Defects such as nicks in the wire can occur at random locations. W
Complex numbers should be in the form (a + bi)
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Describe how al would subdivide his share of the pizza
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What is the probability that one or more
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How it is related to the partitioned system matrix
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Explain solutions depending on whether n is odd or even
denote the n:th derivative, ie. ex. n=2 means the second derivative. Show that the equation h^(n)x = h^(n+2)x has two distinct general solutions depending on whether n is od
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