Concept:By the Remainder Theorem, when a polynomial p(x) is divided by (x−a), the remainder is p(a).Explanation:Let p(x)=2x2+x−3.Since the divisor is (x−2), set a=2.The remainder is p(2).Substitute x=2 into the polynomial:p(2)=2(2)2+2−3p(2)=2(4)+2−3p(2)=8+2−3p(2)=7Answer:The remainder is 7, so the correct option is A.