Question: This problem in part (a) is known as the Flower of Thymaridas, named after a Pythagorean of the fourth century B.C. (a) Given the n
(a) Given the n numbers a1, a2, ... an, solve for x1, x2, ..., xn in the following linear system:
x1 + x2 + ... + xn = a1
x1 + x2 = a2
x1 + x3 = a3
⋮
x1 + xn = an
(b) Identify a problem in this exercise set that fits the pattern in part (a), and solve it using your general solution.
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a From equations 2 through n x j a j n j 2 n Using these ... View full answer
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