計概-布林涵式_超8碼_運算式 [100原民] - 考試
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By Vanessa
at 2013-07-02T16:23
at 2013-07-02T16:23
Table of Contents
Q1.
-------------
y---|S0 |
x---|S1 |
z'--|0 |---F
z --|1 |
0 --|2 |
1 --|3 |
-------------
利用多工器(Multiplexer)實做布林涵數F的組合電路圖。
請問何者是F的布林涵數?
A)Σ(0,3,6,7) B)Σ(1,2,4,5) C)Σ(1,2,4,7) D)Σ(0,3,4,6)
我把S1,S0拆成四個 會比較好理解
F(x,y,z) =
case 1:
if x=0,y=0
F = z'
所以z=0時 F=1 Σ(0)
case 2:
if x=0,y=1
F = z
所以z=1時 F=1 Σ(3)
case 3:
if x=1,y=0
F = 0
所以z不論為0,1 F都沒有輸出1
case 4:
if x=1,y=1
F = 1
所以z不論為0,1 F都有輸出1 Σ(6,7)
--
-------------
y---|S0 |
x---|S1 |
z'--|0 |---F
z --|1 |
0 --|2 |
1 --|3 |
-------------
利用多工器(Multiplexer)實做布林涵數F的組合電路圖。
請問何者是F的布林涵數?
A)Σ(0,3,6,7) B)Σ(1,2,4,5) C)Σ(1,2,4,7) D)Σ(0,3,4,6)
我把S1,S0拆成四個 會比較好理解
F(x,y,z) =
case 1:
if x=0,y=0
F = z'
所以z=0時 F=1 Σ(0)
case 2:
if x=0,y=1
F = z
所以z=1時 F=1 Σ(3)
case 3:
if x=1,y=0
F = 0
所以z不論為0,1 F都沒有輸出1
case 4:
if x=1,y=1
F = 1
所以z不論為0,1 F都有輸出1 Σ(6,7)
--
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By Frederica
at 2013-07-04T15:12
at 2013-07-04T15:12
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By Frederic
at 2013-07-06T06:51
at 2013-07-06T06:51
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