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平時我自己上網搜尋資料就還蠻喜歡看 [美國直購] 3M GPFMP13 金色 31.9cm*21.3cm 螢幕防窺片 Gold Privacy Filter for Apple MacBook Pro
的
因為可以一網打盡真的是太方便!!!!!
就算沒買過肯定逛過聽過看過 [美國直購] 3M GPFMP13 金色 31.9cm*21.3cm 螢幕防窺片 Gold Privacy Filter for Apple MacBook Pro
[美國直購] 3M GPFMP13 金色 31.9cm*21.3cm 螢幕防窺片 Gold Privacy Filter for Apple MacBook Pro
功能:
[美國直購] 3M GPFMP13 金色 31.9cm*21.3cm 螢幕防窺片 Gold Privacy Filter for Apple MacBook Pro
描述:
PS.圖片僅供參考,商品以實物為准!
Keeps your personal or confidential information safe from prying eyes
User sees clearly while people on either side see a vivid golden screen
Custom fit to your Apple MacBook Pro 13-inch
The filter application system features an optically clear adhesive designed specifically for display screens. Testing proves that, when kept clean, the filter can be repositioned hundreds of times.
Offers the highest level of clarity within 3M's line of privacy filters
Reversible, privacy filter can be used with either gold or black side facing the user
Lightweight, thin, frameless design
Protects display from dirt, debris and scratches
Cleans easily with a soft cloth and water
Includes a convenient storage folder that keeps your privacy filter clean while not in use on your device
Great for high traffic areas such as airports, airplanes, commuter trains, coffee shops and other public places
Limited 1-year warranty
Helps keep on-screen information private; screen data is visible only to persons directly in front of the monitor.
Superior privacy and clearer screen than competitive privacy filters
Protects your screen from dust and dirt
Reversible, with gold on one side and black on the other
Application adhesive specially formulated for display screens
3M Gold Privacy Filters keep confidential information private when working in public places. User sees clearly while people on either side see a vivid golden screen.
[美國直購] 3M GPFMP13 金色 31.9cm*21.3cm 螢幕防窺片 Gold Privacy Filter for Apple MacBook Pro
相關 [美國直購] 3M GPFMP13 金色 31.9cm*21.3cm 螢幕防窺片 Gold Privacy Filter for Apple MacBook Pro
商品推薦
標題:
高一數列與級數的問題 請大大幫我
發問:
有兩題: 1: 數列滿足A1=7分之1,A(n+1)=2分之7An(1-An),求A101+A202=?? 答案是7分之9 2:在2與32之間插入2007個相異正數A1,A2,A3...,A2007,使得2,A1,A2,A3....,A2007,32形成一個數列,若此2007個正數A1,A2,A3,.....,A2007的成績為2的M次方,則正整數M=? 答案是6021 更新: 使得2,A1,A2,A3....,A2007,32形成一個等比數列
最佳解答:
"在2與32之間插入2007個相異正數A1,A2,A3...,A2007,使得2,A1,A2,A3....,A2007,32形成一個數列" 是不是漏字了? 若只是 "數列", A1~A2007 都可以任意. 疑是 ",使得…形成一個等比數列". 若如此, 設公比 r, 則 2×r^{2008} = 32, 所以 r^{2008} = 32/2 = 16 = 2^4. 故 r = 2^{4/2008} = 2^{1/502}. Ai = 2×r^i, i=1,...,2007. 2013-07-23 00:06:51 補充: 所以 ΠAi = (2r)(2r^2)...(2r^2007} = (2^2007)(r^{1+2+...+2007}) = 2^2007(r^{(1+2007)×2007/2}) = 2^2007(r^2015028) = (2^2007)×2^{2015028/502} = (2^2007)(2^4014) = 2^6021. 2013-07-23 00:14:34 補充: 1. A1 = 1/7 A2 = (7/2)(1/7)(6/7) = 3/7 A3 = (7/2)(3/7)(4/7) = 6/7 A4 = (7/2)(6/7)(1/7) = 3/7 因此可知除 A1=1/7 外, A2 以後是 3/7, 6/7, 3/7, 6/7 這樣循環. 用一般式表現, 就是 A(2k) = 3/7, A(2k+1) = 6/7, k=1,2,3,... 所以 A(101)+A(202) = (6/7)+(3/7) = 9/7. 2. "在2與32之間插入2007個相異正數A1,A2,A3...,A2007,使得2,A1,A2,A3....,A2007,32形成一個數列"疑是 ",使得…形成一個等比數列", 遺漏 "等比" 二字. 若如此, 設公比 r, 則 2×r^{2008} = 32, 所以 r^{2008} = 32/2 = 16 = 2^4. 故 r = 2^{4/2008} = 2^{1/502}.Ai = 2×r^i, i=1,...,2007. 所以 ΠAi = (2r)(2r^2)...(2r^2007} = (2^2007)(r^{1+2+...+2007}) = 2^2007(r^{(1+2007)×2007/2}) = 2^2007(r^2015028) = (2^2007)×2^{2015028/502} = (2^2007)(2^4014) = 2^6021.
其他解答:
[美國直購] 3M GPFMP13 金色 31.9cm*21.3cm 螢幕防窺片 Gold Privacy Filter for Apple MacBook Pro
2AEF9E12E459C4E8
平時我自己上網搜尋資料就還蠻喜歡看 [美國直購] 3M GPFMP13 金色 31.9cm*21.3cm 螢幕防窺片 Gold Privacy Filter for Apple MacBook Pro
的
因為可以一網打盡真的是太方便!!!!!
就算沒買過肯定逛過聽過看過 [美國直購] 3M GPFMP13 金色 31.9cm*21.3cm 螢幕防窺片 Gold Privacy Filter for Apple MacBook Pro
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[美國直購] 3M GPFMP13 金色 31.9cm*21.3cm 螢幕防窺片 Gold Privacy Filter for Apple MacBook Pro
功能:
[美國直購] 3M GPFMP13 金色 31.9cm*21.3cm 螢幕防窺片 Gold Privacy Filter for Apple MacBook Pro
描述:
PS.圖片僅供參考,商品以實物為准!
Keeps your personal or confidential information safe from prying eyes
User sees clearly while people on either side see a vivid golden screen
Custom fit to your Apple MacBook Pro 13-inch
The filter application system features an optically clear adhesive designed specifically for display screens. Testing proves that, when kept clean, the filter can be repositioned hundreds of times.
Offers the highest level of clarity within 3M's line of privacy filters
Reversible, privacy filter can be used with either gold or black side facing the user
Lightweight, thin, frameless design
Protects display from dirt, debris and scratches
Cleans easily with a soft cloth and water
Includes a convenient storage folder that keeps your privacy filter clean while not in use on your device
Great for high traffic areas such as airports, airplanes, commuter trains, coffee shops and other public places
Limited 1-year warranty
Helps keep on-screen information private; screen data is visible only to persons directly in front of the monitor.
Superior privacy and clearer screen than competitive privacy filters
Protects your screen from dust and dirt
Reversible, with gold on one side and black on the other
Application adhesive specially formulated for display screens
3M Gold Privacy Filters keep confidential information private when working in public places. User sees clearly while people on either side see a vivid golden screen.
Screen Size | 15.1 inches |
Brand Name | 3M |
Item model number | GPFMP13 |
Item Weight | 1.8 ounces |
Product Dimensions | 13.3 x 8.4 x 12.6 inches |
Item Dimensions L x W x H | 13.3 x 8.39 x 12.55 inches |
ASIN | B005NFG1MS |
Shipping Weight | 6.4 ounces |
[美國直購] 3M GPFMP13 金色 31.9cm*21.3cm 螢幕防窺片 Gold Privacy Filter for Apple MacBook Pro
相關 [美國直購] 3M GPFMP13 金色 31.9cm*21.3cm 螢幕防窺片 Gold Privacy Filter for Apple MacBook Pro
商品推薦
標題:
高一數列與級數的問題 請大大幫我
發問:
有兩題: 1: 數列
最佳解答:
"在2與32之間插入2007個相異正數A1,A2,A3...,A2007,使得2,A1,A2,A3....,A2007,32形成一個數列" 是不是漏字了? 若只是 "數列", A1~A2007 都可以任意. 疑是 ",使得…形成一個等比數列". 若如此, 設公比 r, 則 2×r^{2008} = 32, 所以 r^{2008} = 32/2 = 16 = 2^4. 故 r = 2^{4/2008} = 2^{1/502}. Ai = 2×r^i, i=1,...,2007. 2013-07-23 00:06:51 補充: 所以 ΠAi = (2r)(2r^2)...(2r^2007} = (2^2007)(r^{1+2+...+2007}) = 2^2007(r^{(1+2007)×2007/2}) = 2^2007(r^2015028) = (2^2007)×2^{2015028/502} = (2^2007)(2^4014) = 2^6021. 2013-07-23 00:14:34 補充: 1. A1 = 1/7 A2 = (7/2)(1/7)(6/7) = 3/7 A3 = (7/2)(3/7)(4/7) = 6/7 A4 = (7/2)(6/7)(1/7) = 3/7 因此可知除 A1=1/7 外, A2 以後是 3/7, 6/7, 3/7, 6/7 這樣循環. 用一般式表現, 就是 A(2k) = 3/7, A(2k+1) = 6/7, k=1,2,3,... 所以 A(101)+A(202) = (6/7)+(3/7) = 9/7. 2. "在2與32之間插入2007個相異正數A1,A2,A3...,A2007,使得2,A1,A2,A3....,A2007,32形成一個數列"疑是 ",使得…形成一個等比數列", 遺漏 "等比" 二字. 若如此, 設公比 r, 則 2×r^{2008} = 32, 所以 r^{2008} = 32/2 = 16 = 2^4. 故 r = 2^{4/2008} = 2^{1/502}.Ai = 2×r^i, i=1,...,2007. 所以 ΠAi = (2r)(2r^2)...(2r^2007} = (2^2007)(r^{1+2+...+2007}) = 2^2007(r^{(1+2007)×2007/2}) = 2^2007(r^2015028) = (2^2007)×2^{2015028/502} = (2^2007)(2^4014) = 2^6021.
其他解答:
[美國直購] 3M GPFMP13 金色 31.9cm*21.3cm 螢幕防窺片 Gold Privacy Filter for Apple MacBook Pro
2AEF9E12E459C4E8
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