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Vol = pi*r2*h so 375*pi = pi*r2*15 r2 = 25 so that r = 5 cm.
549/36 = 15 r9
To produce the required answer, the question should state, "How do you calculate the radius of a sector with an angle of 1.5 radians and an area of 15 sq cm ?If an angle of 1.5 radians sweeps out an area of 15 sq cm then this is proportional to an angle of 2π radians sweeping out the area of the circle, namely πr2.1.5/2π = 15/πr2 : 1.5/2 = 15/r2 : r2 = (2 x 15)/1.5 = 30/1.5= 20If r2 = 20 then r = √20 = √(4 x 5) = 2√5
r2 (r2) refers to the radius of the cylinder squared.
Use this formula (Ï€ = Pi): Surface area = 4Ï€r2