阿摩線上測驗
登入
首頁
>
中山◆資工◆離散數學
>
108年 - 108 國立中山大學_碩士班招生考試_資工系(甲組)：離散數學#105776
>
題組內容
3. Let
be sets from a universe
.
(b) Negate the result in part (a) to determine when
.
其他申論題
(a) there must be seven men and seven women?
#450324
(b) there must be at least eight men?
#450325
2.Verify that, for primitive statements and.
#450326
(a) Write a quantified statement to express the proper subset relation .
#450327
4. (a) Consider an chessboard. It contains eighty-one squares and one square. How many squares?
#450329
(b) Now consider an chessboard for some fixed . For , how manyke squares are contained in this chessboard?
#450330
5. Let be a set of five positive integers the maximum of which is at most 9. Prove that the sums of the elements in all the nonempty subsets of S cannot all be distinct.
#450331
6. Given a nonempty language , prove that if, then.
#450332
7.(a) Find the coefficient of.
#450333
(b) Find the coefficient offor .
#450334
be sets from a universe 
.
.
阿摩線上測驗
登入
阿摩線上測驗
登入
be sets from a universe ..