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更多“多选题If x and y are both positive even integers, which of the following expressions must be even? (Select all such expressions.)AxyB(x+1)yCx(y+1)”相关问题
  • 第1题:

    过点A(1,-1),B(-1,1)且圆心在直线x+y-2=0上的圆的方程是( )。

    A.(x-3)2+(y+1)2=4
    B.(x+3)2+(y-1)2=4
    C.(x-1)2+(y-1)2=4
    D.(x+1)2+(y+1)2=4

    答案:C
    解析:

  • 第2题:

    设以下变量都是int类型,则值不等于7的表达式是()。

    • A、x=y=6,x+y,x+1
    • B、x=y=6,x+y,y+1
    • C、x=6,x+1,y=6,x+y
    • D、y=6,y+1,x=y,x+1

    正确答案:C

  • 第3题:

    Which of the following must occur when installing SCSI devices into the server?()

    • A、 Terminate the back end of the chain.
    • B、 Set the jumper to device ID 0.
    • C、 Terminate both ends of the chain.
    • D、 Set the jumper to cable select.

    正确答案:C

  • 第4题:

    单选题
    If a and b are integers and the sum of ab and b is even, which of the following could be true?Ⅰ. a and b are both odd.Ⅱ. a is even and b is odd.Ⅲ. a is odd and b is even.
    A

    Ⅰ only

    B

    Ⅱonly

    C

    Ⅲ only

    D

    Ⅰ and Ⅱ

    E

    Ⅰand Ⅲ


    正确答案: C
    解析:
    Plug-in. StatementⅠ:if a and b are both odd, says a=1 and b=3, then ab+b=6. Since the sum is even, statementⅠ is true. StatementⅡ:1et a=2 and b=3, then ab+b=9. Since the sum is odd, this statement is false. Statement Ⅲ:let a=3 and b=2, then ab+b=8, which is even. So both statement Ⅰand statementⅢ are true.

  • 第5题:

    单选题
    How many positive integers less than 70 are equal to the product of a positive multiple of 5 and an even number?
    A

    4

    B

    6

    C

    9

    D

    10

    E

    11


    正确答案: E
    解析:
    All even multiples of 5 must be multiples of 10. So the multiples of 10 between 0 and 70 are 10, 20, 30, 40, 50 and 60. That’s 6 altogether.

  • 第6题:

    单选题
    Set X = even integers and Set Y = odd integers. Therefore X ∩ Y = ______.
    A

    prime numbers

    B

    integers

    C

    empty set

    D

    composite numbers

    E

    whole numbers


    正确答案: A
    解析:
    When two sets have nothing in common, we refer to their intersection as the empty set. There are two appropriate ways to denote the empty set: X∩Y={ } or X∩Y=φ.

  • 第7题:

    多选题
    If x=6y, then which of the following expressions is a multiple of x? (Select all such expressions.)
    A

    3y

    B

    12y

    C

    30y


    正确答案: C,B
    解析:
    根据题目中已知的数量关系可知,x必须是6的倍数,选项B和C均符合要求。

  • 第8题:

    多选题
    If 4 more than twice n is a negative number and 6 more than n is a positive number, which of the following numbers could be the value of n? (Select all such numbers.)
    A

    -5

    B

    4

    C

    -3


    正确答案: B,A
    解析:
    根据题目中的已知条件可得,4+2n<0,6+n>0,把各个选项分别代入两个不等式中检验,同时符合两个不等式可得到n可以等于-5,-4,-3,故正确答案为AC。

  • 第9题:

    单选题
    If m and n are positive integers and 3m+n-1=2m+2n, which of the following must be true?I. m and n are consecutive integers.II. m is even.III. n is odd.
    A

    None

    B

    I only

    C

    II only

    D

    III only

    E

    I, II, and III


    正确答案: D
    解析:
    Since m=n+1, where m and n are given as positive integers, Roman numeral choice I is true. Since, m=n+1, m can be either odd or even, hence choice II is false. Roman numeral choice III is also false since n can be either even or odd.

  • 第10题:

    单选题
    For all real values of x and y, let x◆y be defined by the equation x◆y = 2 -xy. If -1 < a < 0 and 0 < b < 1, then which of the following must be true?
    A

    -2<a+b<-1

    B

    -l<a+b<0

    C

    0<a+b<l

    D

    l<a+b<2

    E

    2<a+b<3


    正确答案: B
    解析:
    根据题干,发现a= -1/2, b =1/2满足已知条件,a◆b=2-ab,将a= -1/2, b =1/2代入进去,则(-1/2) ◆(1/2) = 2 - (-1/2)(1/2) = 2 + 1/4 = 2.25,故选E。

  • 第11题:

    单选题
    If x and y are positive numbers greater than 1, and wx/y+w =1 then w= ______.
    A

    (x-1)/(y-1)

    B

    y/(x-1)

    C

    (x+1)/y

    D

    (x-y)/(x+y)

    E

    y/(x+1)


    正确答案: A
    解析:
    因为wx/(y+w) =1,所以wx = y + w,则wx-w = yw (x-1) = yw = y/(x-1),故选B。

  • 第12题:

    单选题
    In the expression an, n is an even power. Which of the following expressions does not have even power?
    A

    an +l

    B

    a2n

    C

    an+2

    D

    a3n

    E

    an+4


    正确答案: D
    解析:
    Because n is an even power, n + 1 is an odd power. That means an+1 has an odd power. The powers in the other choices are even.

  • 第13题:

    设以下变量均为int类型,则值不等于7的表达式是( )

    A.(x=y=6,x+y,x+1)
    B.(x=y=6,x+y,y+1)
    C.(x=6,x+1,y=6,x+y)
    D.(y=6,y+1,x=y,x+1)

    答案:C
    解析:

  • 第14题:

    设以下变量均为int类型,则值不等于7的表达式是()。

    • A、(x=y=6,x+y,x+1)
    • B、(x=y=6,x+y,y+1)
    • C、(x=6,x+1,y=6,x+y)
    • D、(y=6,y+1,x=y,x+1)

    正确答案:C

  • 第15题:

    Which statement is true regarding the COALESCE function?()

    • A、It can have a maximum of five expressions in a list 
    • B、It returns the highest NOT NULL value in the list for all rows 
    • C、It requires that all expressions in the list must be of the same data type 
    • D、It requires that at least one of the expressions in the list must have a NOT NULL value

    正确答案:C

  • 第16题:

    单选题
    Let Ω p be defined as p2/3-p for all positive integers, p. If Ωn = s, and s is a positive integer, which of the following is a possible value for s?
    A

    1

    B

    3

    C

    5

    D

    6

    E

    8


    正确答案: A
    解析:
    根据题干Ωn =n2 /3-n=s. n为正整数,且s为正整数;根据函数可知只有当n是3的倍数时,s才能为整数,否则如果n2 /3不是整数,s也不是整数。现在可以从符合条件的n的最小值3代入到函数中。当n=3时,n2 /3-n =32 /3-3 = 3-3 = 0 = s;当n=6时,n2 /3-n = 62 /3-6 = 12-6 = 6 = s。所以故选D。

  • 第17题:

    单选题
    a and b are positive, a is even and b is odd. Which of the following must also be odd?
    A

    ab

    B

    a/b

    C

    a + 2b

    D

    ba

    E

    (ab) a


    正确答案: D
    解析:
    An odd number raised to an even power equals an odd number. Take 32 = 9, for example, ba is the correct answer.

  • 第18题:

    单选题
    If the sum of 4 consecutive positive integers is w, in terms of w, which of the following represents the sum of the next 4 consecutive positive integers?
    A

    w2+16

    B

    w+16

    C

    4w+16

    D

    4w+4

    E

    w+4


    正确答案: C
    解析:
    Let x, x+1, x+2, x+3, represent the 4 consecutive integers. Then, x+x+1+x+2+x+3=w or 4x+6=w. The next 4 consecutive positive integers will be:x+4, x+5, x+6, x+7. Their sum will be:4x+22=4x+6+16=w+16.

  • 第19题:

    多选题
    If x and y are both positive even integers, which of the following expressions must be even? (Select all such expressions.)
    A

    xy

    B

    (x+1)y

    C

    x(y+1)


    正确答案: B,A
    解析:
    由于题目中x和y是变量,可以根据题干给出的条件给x, y设定符合条件的数值,代入各选项,看结果是否符合题干要求,即可得出答案。

  • 第20题:

    多选题
    If p and q are primes greater than 2, which of the following statements must be true? (Indicate all such statements.)
    A

    p + q is even

    B

    pq is odd

    C

    p2-q2 is even


    正确答案: A,B
    解析:
    由于所有大于2的质数都是奇数,因此p和q均是奇数,两奇数相加为偶数,所以A项正确;两奇数的乘积还是奇数,所以B项正确;两奇数的平方还各自是奇数,而两奇数的平方之差是偶数,因此C项也正确;所以选择A、B、C三项。

  • 第21题:

    单选题
    Which statement is true regarding the COALESCE function?()
    A

    It can have a maximum of five expressions in a list 

    B

    It returns the highest NOT NULL value in the list for all rows 

    C

    It requires that all expressions in the list must be of the same data type 

    D

    It requires that at least one of the expressions in the list must have a NOT NULL value


    正确答案: D
    解析: 暂无解析

  • 第22题:

    多选题
    Select all the values of x which make the following true: 2x4 = 7x3 + 4x2.
    A

    0

    B

    -1/2

    C

    -1

    D

    2

    E

    4


    正确答案: B,D
    解析:
    因为2x4 = 7x3 + 4x2,所以x2(2x2-7x-4)=0,所以x=0或-1/2或4,所以本题应选ABE三项。

  • 第23题:

    单选题
    设以下变量都是int类型,则值不等于7的表达式是()。
    A

    x=y=6,x+y,x+1

    B

    x=y=6,x+y,y+1

    C

    x=6,x+1,y=6,x+y

    D

    y=6,y+1,x=y,x+1


    正确答案: B
    解析: 暂无解析

  • 第24题:

    单选题
    x, y, and z are positive integers. Which of the following lists all the possible ways for x + y + z to be an odd number?I. One of the numbers is odd.II. Two of the numbers are odd.III. Three of the numbers are odd.
    A

    I

    B

    I and II

    C

    I and III

    D

    II and III


    正确答案: C
    解析:
    I. One of the numbers is odd. Let x be odd. Let y and z be even. y + z is even. An even plus an odd is odd, so x + y + z is odd.