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[x] =
x 1 x ≥ 0
:
:
:
x = 0.0000
- 3
6
3
+ 9
6
15
- 12
3
5 ≡ + 7 mod 12
0.1001≡ + 1.0111 mod 2
2n+1 + x 0 x ≥ 2nmod 2n+1
[x] = 27+1 +( 1011000 )
1011000
x = 0.1100000
= 11111 + 1 1010
1
x = 1010
x
x
∴ x = 0.1111
= 1,1110 – 100000
1
[x] [x]
[+ 0] = [ 0]
0x 2n x ≥ 0
( 2n+1 – 1) + x 0 ≥ x 2nmod 2n+1 1
x = 1101
= 11111 1101
= 1.1111 0.1010
[x] =
+
+
x + y
…
…
…
∴ x + y = (– 0.1110)×210
1 1
01. ×× × 10. ×× ×
…
…
= 00, 010
11, 111
100, 001
+1
[Sx] = 00. 110100
[Sy]' = 00. 010110
x = 0.1101× 210 y = 0.1011 × 201
x +y 3 6
∴ Sy 1, jy+1
4.
(2) “1”
= 11, 011
00, 100
11, 111
–1
x = (– 0.101000)×2-101
y = ( 0.111000)×2-100
5
8
7
8
x – y 3 6
∴ Sx 1, jx + 1
5.
2 7 2 n
2127×(–1)
2.
(2)
= Ai Bi + (Ai+Bi)Ci-1
di = Ai Bi
ti = Ai + Bi
Ci = di + tiCi-1
Si = Ai Bi Ci-1+Ai Bi Ci-1+Ai Bi Ci-1+Ai Bi Ci-1
Ci = Ai Bi Ci-1+Ai Bi Ci-1+Ai Bi Ci-1+Ai Bi Ci-1
FAn
FAn-1
FA1
FA0
FAn-2
Cn
Sn
Cn-1
Sn-1
Cn-2
Sn-2