Given: Ratio of area of 2 circles = 9 ∶ 16 Formula used: Area of circle =πr2 Circumference of circle =2πr Where, r → Radius of circle Calculation: Let the radius of the circles be ‘R’ and ‘r’ ∴ (Area of circle 1)/(Area of circle 2) =9/16 ⇒πR2/πr2=9/16 ⇒R2/r2=9/16 ⇒R/r=√(9/16) ⇒R/r=3/4 (Circumference of circle 1)/(Circumference of circle 2) =2πR/2πr (Circumference of circle 1) ∶ (Circumference of circle 2) = 3 ∶ 4 ∴ Ratio of circumference of both the circles is 3 ∶ 4