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Formula for radius? - Answers

Formula for Radius of Cylinder , closed on both ends, given its Surface Area and Height: Where : R = Radius, π = 3.1428, S = Surface Area of the Cylinder and H = Height of the Cylinder We start with formulas for the circle (Area = πR2 ) , then factor in the height (or altitude) H that forms the cylinder. Step 1: Starting Surface Area Formula: S = (2πR2 + 2πRH) Step 2: Then, rearranging the above, we get : (R+H/2) 2 = (S / 2π + H2 /4)Step 3: And , finally: R = - H /2 + √ (S / 2π + H2 /4) Example: If : S = 98, H = 14 ..Then R = 1.037



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Formula for radius? - Answers

https://math.answers.com/math-and-arithmetic/Formula_for_radius

Formula for Radius of Cylinder , closed on both ends, given its Surface Area and Height: Where : R = Radius, π = 3.1428, S = Surface Area of the Cylinder and H = Height of the Cylinder We start with formulas for the circle (Area = πR2 ) , then factor in the height (or altitude) H that forms the cylinder. Step 1: Starting Surface Area Formula: S = (2πR2 + 2πRH) Step 2: Then, rearranging the above, we get : (R+H/2) 2 = (S / 2π + H2 /4)Step 3: And , finally: R = - H /2 + √ (S / 2π + H2 /4) Example: If : S = 98, H = 14 ..Then R = 1.037



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https://math.answers.com/math-and-arithmetic/Formula_for_radius

Formula for radius? - Answers

Formula for Radius of Cylinder , closed on both ends, given its Surface Area and Height: Where : R = Radius, π = 3.1428, S = Surface Area of the Cylinder and H = Height of the Cylinder We start with formulas for the circle (Area = πR2 ) , then factor in the height (or altitude) H that forms the cylinder. Step 1: Starting Surface Area Formula: S = (2πR2 + 2πRH) Step 2: Then, rearranging the above, we get : (R+H/2) 2 = (S / 2π + H2 /4)Step 3: And , finally: R = - H /2 + √ (S / 2π + H2 /4) Example: If : S = 98, H = 14 ..Then R = 1.037

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      Formula for Radius of Cylinder , closed on both ends, given its Surface Area and Height: Where : R = Radius, π = 3.1428, S = Surface Area of the Cylinder and H = Height of the Cylinder We start with formulas for the circle (Area = πR2 ) , then factor in the height (or altitude) H that forms the cylinder. Step 1: Starting Surface Area Formula: S = (2πR2 + 2πRH) Step 2: Then, rearranging the above, we get : (R+H/2) 2 = (S / 2π + H2 /4)Step 3: And , finally: R = - H /2 + √ (S / 2π + H2 /4) Example: If : S = 98, H = 14 ..Then R = 1.037

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