Concept:Use algebraic identities to simplify the expression without direct calculation.Explanation:Let a=3.537 and b=0.948.The given expression becomes a2+b2(a−b)2+(a+b)2.Expand the numerator:(a−b)2+(a+b)2=(a2−2ab+b2)+(a2+2ab+b2).The terms −2ab and +2ab cancel, giving 2a2+2b2=2(a2+b2).So the expression becomes a2+b22(a2+b2).Cancel a2+b2 from numerator and denominator.The result is 2.Answer:2 (Option D).