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FormosaMBA 傷心咖啡店 • 檢視主題 - GWD 17-20

GWD 17-20

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GWD 17-20

文章csc » 2005-12-03 11:58

Q20:
For any integers x and y, min(x, y) and max(x, y) denote the minimum and the maximum of x and y, respectively. For example, min(5, 2) = 2 and max(5, 2) = 5. For the integer w, what is the value of min(10, w) ?
(1)w = max(20, z) for some integer z.
(2)w = max(10, w)

A. Statement (1) ALONE is sufficient, but statement (2) alone is not sufficient.
B. Statement (2) ALONE is sufficient, but statement (1) alone is not sufficient.
C. BOTH statements TOGETHER are sufficient, but NEITHER statement ALONE is sufficient.
D. EACH statement ALONE is sufficient.
E. Statements (1) and (2) TOGETHER are NOT sufficient.

推了好久,還是看不出為何D是標準答案,請各位前輩傳授一下技巧
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csc
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文章: 859
註冊時間: 2005-11-04 23:27
來自: 桃園

文章waleaaa » 2005-12-03 13:20

條件(1)─
if z<20 w = max(20,z) = 20
所以 min(10,w) = min(10,20) = 20
if z>20 w = max(20,z) = z 所以 min(10,w) = w = z (因為z>10)
所以條件(1)充份

條件(2)─
if w = max(10,w) ─> w>10
所以 min(10,w) = 10
所以條件(2)充份
故選D :smile
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waleaaa
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文章: 49
註冊時間: 2005-10-13 23:38

文章enim » 2005-12-11 23:49

waleaaa \$m[1]:條件(1)─
if z<20 w = max(20,z) = 20
所以 min(10,w) = min(10,20) = 20
if z>20 w = max(20,z) = z 所以 min(10,w) = w = z (因為z>10)
所以條件(1)充份


我對這一題 不太了解耶!
條件(1) \$m[1]:w=max(20,z)for some integer z

這個要怎麼翻譯呢?!

就常理來說z是不是應該要小於等於20呀!?因為max=20

且條件一看來w=20
題目問的min(10,w=20)=20
好奇怪唷!

請高手解答一下 謝謝 mt16
★Look for the clear light of truth.
∼Look for unknown new roads even when men's sight is keener far from now.
☆Divine wonder will never fail us.
★Every age has its own dream.
∼Leave then the dreams of yesterday.
☆You take the torch of knowledge and build the palace of the future.....Madame Curie
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enim
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文章: 245
註冊時間: 2005-03-25 09:28
來自: Taiwan

文章stwang » 2005-12-12 11:41

enim \$m[1]:
waleaaa \$m[1]:條件(1)─
if z<20 w = max(20,z) = 20
所以 min(10,w) = min(10,20) = 20
if z>20 w = max(20,z) = z 所以 min(10,w) = w = z (因為z>10)
所以條件(1)充份


我對這一題 不太了解耶!
條件(1) \$m[1]:w=max(20,z)for some integer z

這個要怎麼翻譯呢?!

就常理來說z是不是應該要小於等於20呀!?因為max=20

且條件一看來w=20
題目問的min(10,w=20)=20
好奇怪唷!

請高手解答一下 謝謝 mt16


條件一:w=max(20,z)for some integer z
意思是說20和z最大值是z
(就像他前面舉例的max(5,2)=5;min(5,2)=2)
所以w=z>20
如果w>20 那min(10,z)一定等於10囉...
所以A充分 同樣去算條件2 也充分
答案是D沒有錯唷... ;))

有錯請指教唷...... :laugh
stwang
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文章: 65
註冊時間: 2005-01-14 17:08

文章enim » 2005-12-12 15:18

stwang \$m[1]:

條件一:w=max(20,z)for some integer z
意思是說20和z最大值是z
(就像他前面舉例的max(5,2)=5;min(5,2)=2)
所以w=z>20
如果w>20 那min(10,z)一定等於10囉...
所以A充分 同樣去算條件2 也充分
答案是D沒有錯唷... ;))

有錯請指教唷...... :laugh


原來是這樣呀!
我懂了
謝謝 stwang大大 ;-$
★Look for the clear light of truth.
∼Look for unknown new roads even when men's sight is keener far from now.
☆Divine wonder will never fail us.
★Every age has its own dream.
∼Leave then the dreams of yesterday.
☆You take the torch of knowledge and build the palace of the future.....Madame Curie
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enim
中級會員
中級會員
 
文章: 245
註冊時間: 2005-03-25 09:28
來自: Taiwan

文章kenlo2006 » 2006-08-03 12:30

各位高手再請問一下喔:
如各位答案所言 =>
min(10,w)=10 or
min(10,w)=w

換句話說, min(10,w)有二解
我的問題是 : 我以為(1) 充分的條件是 min(10,w)只能有一解 ?
thank you very much for your time
kenlo2006
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文章: 17
註冊時間: 2006-06-25 16:19

文章kenlo2006 » 2006-08-03 12:30

各位高手再請問一下喔:
如各位答案所言 =>
min(10,w)=10 or
min(10,w)=w

換句話說, min(10,w)有二解
我的問題是 : 我以為(1) 充分的條件是 min(10,w)只能有一解 ?
thank you very much for your time
kenlo2006
新手會員
新手會員
 
文章: 17
註冊時間: 2006-06-25 16:19

文章FrankChang » 2006-08-03 15:32

min(10,w)有兩種可能的答案10 or w,
(1)充分可以確定w大於等於20,
所以能確定min(10,w)=10囉!
FrankChang
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文章: 86
註冊時間: 2006-05-16 21:06
來自: Taipei

文章kenlo2006 » 2006-08-03 17:13

hi Frank!
多謝 !了解了
kenlo2006
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文章: 17
註冊時間: 2006-06-25 16:19


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