Exactly one geometric mean is inserted between two positive numbers and

MATHEMATICS · Single correct · CBSE · Mathematics · Sequences and Series · Sequences and Series

Problem

Exactly one geometric mean GG is inserted between two positive numbers aa and bb. Which relation must GG satisfy? (a) G=a+b2G=\dfrac{a+b}{2} (b) G2=abG^{2}=ab (c) G=abG=ab (d) G=a+b2G=\sqrt{\dfrac{a+b}{2}}

Related theory

Browse the problem library