by 
ethan35t
ANSWERS: 4
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Absolutely not.
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negative infinity does not equal infinity.
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N is an infinite number M is also an infinite number -N<>N B-B=0 makes sense. N-M=N means M is no long an infinite number but = 0 N is redefined and now equals 0
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N corresponds to the length an orthogonal trajectory to abs(rsin(theta)) at r = infinity, starting and ending at the origin. This way, the absolute value of the "length" of the transformation is infinity. Negative N is N (the opposite transformation will yield the origin as well), M is N, and going from N back to M will yield the same result as going back to the origin. N also brings a point back to its start (the origin). That's what sense I can make of it, if it makes any sense at all.
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