а) а - 11, b - 19, (5), [12)

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Work on item a only
Ex 3.7.2 Given the following values of a, b, and the element (1), [=)) of Za × Z», use the
Extended Euclidean Algorithm to find the corresponding element of Zub. In other words,
solve the simultaneous congruences z = y (mod a) and z = z (mod b), as in Example 3.7.4.
a) a = 11, b = 19, ((5), [12))
b) a = 9, b = 16, ([1], [4)
Transcribed Image Text:Ex 3.7.2 Given the following values of a, b, and the element (1), [=)) of Za × Z», use the Extended Euclidean Algorithm to find the corresponding element of Zub. In other words, solve the simultaneous congruences z = y (mod a) and z = z (mod b), as in Example 3.7.4. a) a = 11, b = 19, ((5), [12)) b) a = 9, b = 16, ([1], [4)
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