Missileer
Active member
It's as yet unsolvable as far as I know. The original question years ago was if you had a string tied around the earth, then raised the string one inch where it was exactly one inch from the surface, all the way around, what would the circumference of the string be?
Theoretically, it's solvable if you,
A. know the circumference of the earth.
B. Assume a perfectly round earth.
Use Circumference equals diameter multiplied by Pi. Or C=d x Pi. The trick is to imagine a circle within a circle where the outside circle radius is only one inch more than the radius of the inside circle, or the diameter will be two inches longer.
Theoretically, it's solvable if you,
A. know the circumference of the earth.
B. Assume a perfectly round earth.
Use Circumference equals diameter multiplied by Pi. Or C=d x Pi. The trick is to imagine a circle within a circle where the outside circle radius is only one inch more than the radius of the inside circle, or the diameter will be two inches longer.
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