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1.16. Do the following modular computations. In each case, fill in the box with an integer between 0 and m - 1, where m is the modulus. (a) 347 +513 = (mod 763). (b) 3274 + 1238 + 7231 +6437 = (c) 153.287 = (mod 353). (mod 9254).

1.16. Do the following modular computations. In each case, fill in the box with an integer between 0 and m - 1, where m is the modulus. (a) 347 +513 = (mod 763). (b) 3274 + 1238 + 7231 +6437 = (c) 153.287 = (mod 353). (mod 9254).

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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1.16. Do the following modular computations. In each case, fill in the box with an integer between 0 and m- 1, where m is the modulus. (a) 347 +513 = (mod 763). (b) 3274 + 1238 + 7231 +6437 = (c) 153.287 = (d) 357 862 193 = (mod 353). (f) 137² (g) 3736 (h) 233.195.114 = (mod 943). (mod 8157). (e) 5327 6135 7139 2187 5219 · 1873 = (Hint. After each multiplication, reduce modulo 8157 before doing the next multiplication.) (mod 327). (mod 581). (mod 9254). (mod 97).
Transcribed Image Text:1.16. Do the following modular computations. In each case, fill in the box with an integer between 0 and m- 1, where m is the modulus. (a) 347 +513 = (mod 763). (b) 3274 + 1238 + 7231 +6437 = (c) 153.287 = (d) 357 862 193 = (mod 353). (f) 137² (g) 3736 (h) 233.195.114 = (mod 943). (mod 8157). (e) 5327 6135 7139 2187 5219 · 1873 = (Hint. After each multiplication, reduce modulo 8157 before doing the next multiplication.) (mod 327). (mod 581). (mod 9254). (mod 97).
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