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How long is a piece of string?
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Taking the earths curvature into account the length of the piece of string in metres is
(Theta x pie/180) x 6,371,000
Where Theta = the angle in degrees of the arc created from the centre of the earth to each end of the string |
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By (user no longer on site) OP
over a year ago
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"Taking the earths curvature into account the length of the piece of string in metres is
(Theta x pie/180) x 6,371,000
Where Theta = the angle in degrees of the arc created from the centre of the earth to each end of the string"
Thanks. Found this helpful  |
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"Taking the earths curvature into account the length of the piece of string in metres is
(Theta x pie/180) x 6,371,000
Where Theta = the angle in degrees of the arc created from the centre of the earth to each end of the string
Thanks. Found this helpful "
Glad to be of assistance  |
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I met a fella there this afternoon walking along the road pulling a 20m long string. I asked him why he was pulling the string behind him and he told me that he had tried pushing it in front of him but it didn't work  |
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