multiple of 4造句

例句与造句

1. This is indeed a rearrangement of the alternating harmonic series : every odd integer occurs once positively, and the even integers occur once each, negatively ( half of them as multiples of 4, the other half as twice odd integers ).
2. The last two digits of multiples of 4 are always a multiple of 4, ( and there are probably others ) but you can answer my original question . & mdash; & # 9786; 20 : 45, 5 April 2006 ( UTC)
3. The last two digits of multiples of 4 are always a multiple of 4, ( and there are probably others ) but you can answer my original question . & mdash; & # 9786; 20 : 45, 5 April 2006 ( UTC)
4. For example, when the computer's word size is 4 bytes ( a byte means 8 bits on most machines, but could be different on some systems ), the data to be read should be at a memory address which is some multiple of 4.
5. :: " The number of representations of a positive integer n as the sum of four squares, representations which differ only in order or sign being counted as distinct, is 8 times the sum of the divisors of n which are not multiples of 4 ."
6. It's difficult to find multiple of 4 in a sentence. 用multiple of 4造句挺难的
7. More generally, for a polynomial of an arbitrary degree, the discriminant is zero if and only if it has a multiple root, and, in the case of real coefficients, it is positive if and only if the number of non-real roots is a multiple of 4.
8. If " n " is even then the sum of its divisors which are not multiples of 4 is the sum of its odd divisors, " A ", plus the sum of its divisors divisible by 2 but not by 4, " B ".
9. :" Arrange the digits 1 to 9 in order so that the first two digits form a multiple of 2, the first three digits form a multiple of 3, the first four digits form a multiple of 4 etc . and finally the entire number is a multiple of 9 ."
10. For example, to add \ tfrac { 3 } { 4 } and \ tfrac { 5 } { 12 } the denominator 48 can be used ( the product of 4 and 12 ), but the smaller denominator 12 may also be used, being the least common multiple of 4 and 12.
11. The winning strategy for the two-player version of this game is to always say a multiple of 4; it is then guaranteed that the other player will ultimately have to say 21  so in the standard version where the first player opens with " 1 ", they start with a losing move.
12. E . g ., on a 32-bit architecture ( for both addresses and word size ), a word is 32 bits = 4 bytes, so word-aligned addresses are always a multiple of 4, hence end in 00, leaving the last 2 bits available; while on a 64-bit architecture, a word is 64 bits word = 8 bytes, so word-aligned addresses end in 000, leaving the last 3 bits available.
13. The 240 vertices of the "'4 21 "'polytope can be constructed in two sets : 112 ( 2 2 ?8 C 2 ) with coordinates obtained from ( \ pm 2, \ pm 2, 0, 0, 0, 0, 0, 0 ) \, by taking an arbitrary combination of signs and an arbitrary permutation of coordinates, and 128 roots ( 2 7 ) with coordinates obtained from ( \ pm 1, \ pm 1, \ pm 1, \ pm 1, \ pm 1, \ pm 1, \ pm 1, \ pm 1 ) \, by taking an even number of minus signs ( or, equivalently, requiring that the sum of all the eight coordinates be a multiple of 4 ).
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