For real xxx with x≠0x\ne0x=0 and x≠−1x\ne-1x=−1, what is the least possible value of x2+(x+1)2+12x2+12(x+1)2 ?x^2+(x+1)^2+\frac1{2x^2}+\frac1{2(x+1)^2}\,?x2+(x+1)2+2x21+2(x+1)21? A92\dfrac9229B222\sqrt222C444D555E458\dfrac{45}{8}845F666