(单选题)
设inta=10,b=11,c=12;表达式(a+b)A2
B0
C-2
D1
正确答案
![来源:www.examk.com](data:image/png;base64,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)
答案解析
略
A2
B0
C-2
D1
正确答案
答案解析
略
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(单选题)
设inta=3,b=4,c=5;表达式(a+b)>c&&b==c的值是()。
(单选题)
设inta=11,b=2;执行下述程序段后,变量a和b的值分别是()。do{a/=b++;}while(a>b);
(单选题)
设:inta=1,b=2,c=3,d=4,m=2,n=2;执行(m=a>b)&&(n=c>d)后n的值为()。
(判断题)
在变量说明中给变量赋初值的方法是:inta=b=c=10
(单选题)
下列语句片段inta=10,b=4,c=20,d=6;System.out.println(a++*b+c*--d);输出结果为()。
(单选题)
若有以下数组说明,则i=10;a[a[i]]元素数值是()。inta[12]={1,4,7,10,2,5,8,11,3,6,9,12};
(单选题)
若有以下说明,inta[12]={1,2,3,4,5,6,7,8,9,10,11,12};charc=’a’,d,g;则数值为4的表达式是()。
(单选题)
设有以下定义: inta[4][3]={1,2,3,4,5,6,7,8,9,10,11,12}; int(*ptr)[3]=a,*p=a[0]; 则下列能够正确表示数组元素a[1][2]的表达式是()。
(单选题)
设广义表L=((a,b,c)),则L的长度和深度分别为()。
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