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tryed to use ur method which is extended euclidean algorithm to figure out the valu eof "a" in (d), but it doesnt work. In ur answer of (b), a can be -165 based on this method, could u tell me is there any mistake in my calculation? thanks

tryed to use ur method which is extended euclidean algorithm to figure out the valu eof "a" in (d), but it doesnt work. In ur answer of (b), a can be -165 based on this method, could u tell me is there any mistake in my calculation? thanks

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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I tryed to use ur method which is extended euclidean algorithm to figure out the valu eof "a" in (d), but it doesnt work. In ur answer of (b), a can be -165 based on this method, could u tell me is there any mistake in my calculation? thanks:)

d): 35a = 10 (45) 45 = 35x1+ lo 35=10x3 + 3 10 = 5x2 +0. So 。 god (35₁43) = 5. 5 = 35 - 3×10 = 3§ - 3 × ( 45 - 35) = 4×351-3×45 However, 35× (-3) € 10 (mod 45)
Transcribed Image Text:d): 35a = 10 (45) 45 = 35x1+ lo 35=10x3 + 3 10 = 5x2 +0. So 。 god (35₁43) = 5. 5 = 35 - 3×10 = 3§ - 3 × ( 45 - 35) = 4×351-3×45 However, 35× (-3) € 10 (mod 45)
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