Find 96307 (mod 739) using the techniques described in Example 8.4.4 and Example 8.4.5.First compute the following.96' (mod 739) =962 (mod 739) =964 (mod 739) =968 (mod 739) =9616 (mod 739) =9632 (mod 739) =9664 (mod 739) =96128 (mod 739) =96256 (mod 739) =Since 307 = 256 + 32 + 16 + 2 + 1,96307(mod 739) = (96256. 9632. 96-962. 96')(mod 739)96256 (mod 739) - 9632 (mod 739) - 96(mod 739) - 962 (mod 739) - 96' (mod 739)

To find 96307mod739. It can be computed by evaluating the following,…

Find 96307 7 (mod 739) using the techniques described in Example 8.4.4 and Example 8.4.5. First compute the following. 96' (mod 739) - 96? (mod 739) = 96* (mod 739) = 96° (mod 739) = 9616 (mod 739) ▪ 9632 (mod 739) = 9664 (mod 739) - 96128 (mod 739) - 96256 (mod 739) = Since 307 - 256 + 32 + 16 + 2 + 1, 96307 (mod 739) = (96256 . 9632 . 96 - 96² . 96')(mod 739) 96256 (mod 739) - 9632 (mod 739) - 96' (mod 739) - 962 (mod 739) - 96' (mod 739)

Find 96307 7 (mod 739) using the techniques described in Example 8.4.4 and Example 8.4.5. First compute the following. 96' (mod 739) - 96? (mod 739) = 96* (mod 739) = 96° (mod 739) = 9616 (mod 739) ▪ 9632 (mod 739) = 9664 (mod 739) - 96128 (mod 739) - 96256 (mod 739) = Since 307 - 256 + 32 + 16 + 2 + 1, 96307 (mod 739) = (96256 . 9632 . 96 - 96² . 96')(mod 739) 96256 (mod 739) - 9632 (mod 739) - 96' (mod 739) - 962 (mod 739) - 96' (mod 739)

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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