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Anonymous users2024-02-06If you buy a straight board, you can choose E63 E52 C5 If you buy a machine like E66 6700S, if you buy a slide cover, you can choose a machine like 5230 5530 5233 If you buy a touch screen, you can look at it on the Internet.
The mobile phone information inside is quite complete.
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Anonymous users2024-02-05Recommend e15i,I've just started,1700 blocks,It feels good,Android system,The software is very full of wifi、Navigation and other functions。
Everything else is good, but the battery is not very good.
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Anonymous users2024-02-04Undoubtedly, Motorola's DeFi ME525.
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Anonymous users2024-02-03Don't buy Nokia, Meizu Spike.
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Anonymous users2024-02-02Meizu M8M9 floor owner pays attention....Good opportunity does not explain.
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Anonymous users2024-02-01I heard that N82 is also good, and many of my friends use it.
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Anonymous users2024-01-31(1) Let half a = third b = quarter c = 201120122013 = k, then a = 2k, b = 3k, c = 4k
If m = 4a + 3b - 4 parts of 4c + 4b + c, then m = (6k + 12k + 4k) (8k + 9k - 16k) = 22k k
Divide 22 into the sum of several integers so that their product is maximized.
22 should be divided into several sums of 2s as much as possible.
i.e., 22 2 2 ......2 (sum of 11 2's) then, n 2 2 ......2 (product of 11 2's) 2 to the 11th power (3) 1/2x4 + 1/4x6 + 1/6x6 + 1/6x8. nx(n+2) one.
1/2)×(1/2-1/4+1/4-1/6+1/6-1/8+……1/n-1/(n+2))
1/2)×(1/2－1/(n+2))
n/4(n+2)
2 to the 11th power) 4 (2 to the 11th power + 2) (2 to the 8th power) (1 + 2 to the 10th power).
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Anonymous users2024-01-30(1) A 2 = B 3 = C 4 = 201120122013 = K then A = 2K, B = 3K, C = 4K
If m=(3a+4b+c) (4a+3b-4c) (there should be parentheses, right?) Then m=(6k+12k+4k) (8k+9k-16k)=22kk
Divide 22 into the sum of several integers so that their product is maximized.
Then 22 should be divided into 6 3's and 1 4, and their product size should be n=3 6x4=2916
3）1/(2x4)+1/(4x6)+1/(6x8)..1 [n(n+2)] (There should be parentheses, right?) )
1/2)(1/2－1/(n+2))
1/2)[(n+2)-2]/[2(n+2)]＝1/2)n/[2(n+2)]
n/[4(n+2)]
2916/(4x2918)
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