An infinite G.P has first term x and sum 5 then x belongs to ?
A. `x lt -10`
B. `-10 lt x lt 0`
C. `0 lt x lt 10`
D. `x gt 10`

If (x-a) (x-b) lt 0 , then x lt a, and x gt b .

First term of an infinite G.P. is x and their sum is 10 then prove that 0 lt x lt 10

Solve for x |x| - 10 lt -3

If 0 lt x lt pi/2 , show that, sin x lt x lt tan x

The number of integer solutions of (x-3)/(x+5) gt 0 and -7 lt x lt 5 is

Function f(x) = |x| - |x - 1| is monotonically increasing when a) x lt 0 b) x gt 1 c) x lt 1 d) 0 lt x lt 1

In a triangle ABC, if angle A = 30^@, b = 10 and a = x, then the values of x for which there are 2 possible triangles is given by(All symbols used have usual meaning in a triangle.) (a) 5 lt x lt 10 " " (b) x lt 5/2 " " (c) 5/3 lt x lt 10 " " (d) 5/2 lt x lt 10

The circle x^2 + y^2 - 6x - 10y + p = 0 does not touch or intersect the axes and the point (1, 4) is inside the circle, then (A) 0 lt p lt 29 (B) 25 lt p lt 29 (C) 25 lt p lt 35 (D) none of these

Given, A={x:0 lt x le2} and B={x:1 lt x lt3}, find A-B