A={x:x is an integer and -`3lexlt7 } `

The set A= {x:x is an integer and -3lexlt2} is equal to :

Roster form of the set {x:x is an integer and -3 lt x lt 7 } is ...............]

Roster form of the set (x:-x is an integer and -3

1.Roster form of the set ( x : x is an integer and − 3 < x < 7 ) is......... ] , [ 2.Geometric Mean between two positive real numbers a and b is ... ... ... ...

Determine the set of all integers x such that x=3(mod7) , defined as x-3=7k ( k is any integer) and -21 leq x leq 21

If x= (8 + 3 sqrt(7))^(n) , where n is a natural number, power that the integral part of x is an odd integer and also show that x - x^(2) + x[x] = 1 , where [.] denotes the greatest integer function .

X is an integer satisfying 1 le 2X + 3 le 7 . How many values can it take ?

If k is an integer, then x^(2) + 7x -1 4(k^(2) - (7)/(8)) = 0 has

If 0 lt (2x -5)/(2) lt 7 and x is an integer, then the sum of the greatest and the least value of x is

Let x be an integer and x^2 + x + 1 is divisible by 3. When is x divided by 3. it leaves remainder