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Uploaded by
Kevin Kerik
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SISTEMA DE NUMERACION
SISTEMA DE NUMERACIÓN - MATEMÁTICAS DISCRETAS
Engineering
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SISTEMA DE NUMERACION
1.
DIVISIONESSUCESIVAS 1. 495 7 5
70 7 0 10 7 3 1 495 = 1305(7) 1 * 73 + 3 * 72 + 0 * 71 + 5 * 70 343 + 147 + 0 + 5 495 2. 1 * 83 + 7 * 82 + 5 * 81 + 1 * 80 512 + 448 + 40 + 1 1001 3. 7 * 94 + 5 * 93 + 7 * 92 + 0 * 91 + 4 * 90 45927 + 3645 + 567 + 0 + 4 50143 1001 8 1 125 8 5 15 8 7 1 1001= 1751(8) 50143 9 4 5571 9 0 619 9 7 68 9 5 7 50143= 75704(9)
2.
4. 343478 5 3
68695 5 0 13739 5 4 2747 5 2 549 5 4 109 5 4 21 5 1 4 343478 = 41442403(5) 4 * 57 + 1 * 56 + 4 * 55 + 4 * 54 + 2 * 53 + 4 * 52 + 0 * 51 + 3 * 50 312500 + 15625 + 12500 + 100 + 2500 + 250 + 3 343478
3.
DESCOMPOSICIÓN POLINÓMICA 1. 5X4YZ(
7) 5 * 74 + X * 73 + 4 * 72 + Y * 71 + Z * 70 12005 + 343X + 196 + 7Y +Z 12201 + 343X + 7Y + Z 2. 4653(mn) 4 * mn3 + 6 * mn2 + 5 * mn1 + 3 * mn0 4mn3 + 6mn2 + 5mn + 3 mn (4mn2 + 6mm + 5) +3 3. X4 + Y3 + Z2 (c) X4 * c2 + Y3 * c1 + Z2 * C0 X4c2 + Y3c1 + Z2 C (X4c1 + Y3) + Z2 4. 5abcd(XY) 5 * xy4 + a * xy3 + b * xy2 + c * xy1 + d * xy0 5xy4 + axy3 + bxy2 + cxy1 + d xy (5xy3 + axy2 + bxy + c) + d 5. Abcde(a 3 b 2 )... LA “A Y B ” MAYUSCALAS TIENEN EL VALOR SIGUIENTE A=10 ; B= 11 10 * (a3b2)4 + b *(a3b2 )3 + c * (a3b2)2 + d * (a3b2)1 + e * (a3b2)0 (10a3b2)4 + (ba3b2 )3 + (ca3b2)2 + (da3b2)1 + e (a3b2)1[10(a3b2)3+ (ba3b2 )3 + (ca3b2) + d]+ e
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