The number of integer values of x such that `|x-2|+|x+3| >|2x+1|...`

The number of integer values of x in R such that (sqrt(2-x^(2)-x))/(2x+sqrt(x))<(sqrt(2-x^(2)-x))/(x+sqrt(x))

The number of integer solutions |2x-3| lt 1 is

The number of integer values of x for which the inequality "log "_(10) ((2x-2007)/(x+1))ge0, is true, is

Find the number of integal values of x satisfying sqrt(-x^2+10x-16) lt x -2

Find the number of integal values of x satisfying sqrt(-x^2+10x-16) lt x -2

Find the number of integal values of x satisfying sqrt(-x^2+10x-16) lt x -2

Find the number of integal values of x satisfying sqrt(-x^2+10x-16) lt x -2

Find the number of integal values of x satisfying sqrt(-x^2+10x-16) lt x -2

Let f (x) =ax ^(2) +bx+c, where a,b,c are integers and a gt 1. If f (x) takes the value p, a prime for two distinct integer values of x, then the number of integer values of x for which f (x) takes the value 2p is :

Let f (x) =ax ^(2) +bx+c, where a,b,c are integers and a gt 1 . If f (x) takes the value p, a prime for two distinct integer values of x, then the number of integer values of x for which f (x) takes the value 2p is :