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Can the area of an circle be less then the the perimeter? - Answers
No and I must say shame on you for making the grammatical error, you can only write "an" if there is a vowel following. First grade my friend. +++ You cannot compare them like that. The "perimeter" of a circle of diameter D is its "circumference" and that is a linear measure given by pi*D or 2*pi*R, where R is the radius. The area is given by either pi*(D^2)/4, OR by pi*(R^2); so is not a linear measure. For either case, use diameter or radius depending on what you are given or better suits any surrounding calculations. A neat trick with using the diameter is to re-arrange the formula slightly into Area = (D^2)*pi/4. Now, pi/4 to four decimal places, so often accurate enough for most practical purposes, is 0.7854. If you use pi frequently it's worth remembering both pi and pi/4 to 4 decimal places, as your constants If you look at your calculator key-pad, assuming it's standard layout, those 4 decimal digits all lie in a neat clockwise square, making the calculation rather nifty!
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Can the area of an circle be less then the the perimeter? - Answers
No and I must say shame on you for making the grammatical error, you can only write "an" if there is a vowel following. First grade my friend. +++ You cannot compare them like that. The "perimeter" of a circle of diameter D is its "circumference" and that is a linear measure given by pi*D or 2*pi*R, where R is the radius. The area is given by either pi*(D^2)/4, OR by pi*(R^2); so is not a linear measure. For either case, use diameter or radius depending on what you are given or better suits any surrounding calculations. A neat trick with using the diameter is to re-arrange the formula slightly into Area = (D^2)*pi/4. Now, pi/4 to four decimal places, so often accurate enough for most practical purposes, is 0.7854. If you use pi frequently it's worth remembering both pi and pi/4 to 4 decimal places, as your constants If you look at your calculator key-pad, assuming it's standard layout, those 4 decimal digits all lie in a neat clockwise square, making the calculation rather nifty!
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Can the area of an circle be less then the the perimeter? - Answers
No and I must say shame on you for making the grammatical error, you can only write "an" if there is a vowel following. First grade my friend. +++ You cannot compare them like that. The "perimeter" of a circle of diameter D is its "circumference" and that is a linear measure given by pi*D or 2*pi*R, where R is the radius. The area is given by either pi*(D^2)/4, OR by pi*(R^2); so is not a linear measure. For either case, use diameter or radius depending on what you are given or better suits any surrounding calculations. A neat trick with using the diameter is to re-arrange the formula slightly into Area = (D^2)*pi/4. Now, pi/4 to four decimal places, so often accurate enough for most practical purposes, is 0.7854. If you use pi frequently it's worth remembering both pi and pi/4 to 4 decimal places, as your constants If you look at your calculator key-pad, assuming it's standard layout, those 4 decimal digits all lie in a neat clockwise square, making the calculation rather nifty!
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