0
You visited us 0 times! Enjoying our articles? Unlock Full Access!
Question

If x,y and z are consecutive integers. Is x+y+z divisible by 3$ ?
  1. No
  2. Cannot be determined
  3. Yes
  4. Insufficient information

A
Yes
B
Cannot be determined
C
No
D
Insufficient information
Solution
Verified by Toppr

The correct option is A Yes
Yes: For any odd number of consecutive integers, the sum of those integers is divisible by the number of integers. There are three consecutive integers (x,y, and z), so the rule applies in this case.

Was this answer helpful?
0
Similar Questions
Q1
If x,y and z are consecutive integers. Is x+y+z divisible by 3$ ?
View Solution
Q2
Let, x,y and z are the natural numbers. Which of the following statements is true?
I) If x is divisible by y and y is divisible by z, then x must be divisible by z.
II) If x is a factor of y and z, then x must be a factor of y+z.
III) If x is a factor of y and z, then x must be a factor of yz.
View Solution
Q3
If x,y,z are three consecutive positive integer, then log(1+zx) is equal to
View Solution
Q4
If x3+y3+z3=6xyz, where x, y, z are non-zero integers, x+y+z0 and xyz=x+y+z, then the value of (xy)2+(yz)2+(zx)2 is equal to
View Solution
Q5
If x,y,z are non-negative integers such that 2(x3+y3+z3)=3(x+y+z)2, then maximum value of x+y+z is
View Solution