If `A={x in R:|x|lt2} and B={x in R:|x-2|ge3}`, then

Let A = {x : |x| lt 2} and B = {x : |x - 2| ge 3} then

STATEMENT-1:If A={x|x in R,x ge2} and B{x|x in R, x lt 4} "then "A triangle B=R-[2,4). STATEMENT-2: For any two sets A and B, A triangle B =(A-B) cup (B-A)

If A ={x:x in R, x lt 5} and B={x:x in R, x gt 4} , find A cap B .

If A={x in R: x^(2)+6x-7 lt 0} and B={ x in R: x^(2)+9x+14 gt 0} , then which of the following is/are correct ? 1. A cap B = {x in R: -2 x lt x lt 1} 2. AUB = {x in R: -7 lt x lt -2} Select the correct answer using the codes given below :

If A={x|x in R,x ge3} and{x|x inR,x lt4}, then: A capB=

If A={x in R : |x-2| gt 1} , B={x in R : sqrt(x^(2)-3) gt 1 } , C={x in R : |x-4| ge 2} and Z is the set of all integers, then the number of subsets of the set (AnnBnnC)^(c )nnZ is ___________.

If A= {x : x in R, x ge 3} and B = {x : x in R, x lt 6} , then A nn B =