For what values of xxx does ∑n=0∞(x2−3)n\sum_{n=0}^{\infty} (x^2-3)^n∑n=0∞(x2−3)n converge?
∣x∣<2|x| < 2∣x∣<2
2<∣x∣<2\sqrt{2} < |x| < 22<∣x∣<2
∣x∣>2|x| > \sqrt{2}∣x∣>2
∣x∣<2|x| < \sqrt{2}∣x∣<2