Subject
Quantitative Aptitude
Topic
Number
The average of four consecutive odd positive integers is always
The average of four consecutive odd positive integers is always
ক)
an odd numberখ)
divisible by 4গ)
an even numberঘ)
both B and CExplanation
avg(1, 3, 5, 7 ) = 16/4 = 4 avg(15,17,19,21) = 72/4 = 18Related questions
If n and p are both odd numbers, which of the following must be an even number?If x is not a negative number, what is the maximum possible value of 2-3x?If x and y are both odd integers, which of the following numbers must be an even integer?If m is an even integer and n is an odd integer and both are positive numbers, which of the following must be even?If x and y are positive odd integers and z is an even integer, which one of the following statements cannot be true?If a and b are integers such that a+b=5, which of the following must be true?I. The product of a and b is odd.II. If a is odd then b must be even.III. If a is negative, then b must be positive.If x is a positive even number, then each of the following is odd except:If x is an odd integer, in which of the following equations must y be an even integer?I. xy=5 II. x+2y=11 III. 2x+y=12