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Deleted member 688153
Guest
Bit of a mathematics question I guess
Fed has six (6) titles so far there, but 6*0 = 0.
Dividing by zero is also impossible. You could say that 6/0 = infinity (infinitely times more titles), but I don't think it's technically correct to say that x/0 = infinity. It's undefined.
So he just has undefined times more titles? We can't answer the question? I'm not satisfied with that.
Maybe something more accessible:
How many percent (%) more titles does he have?
100% more? 600% more?
To me "100% more" basically implies "twice as many" in most situations.
So "100% more" would be 1% of the original amount (Nadal's WTF title count), times 100, added to the original amount. In other words, 200% of the original amount. Multiplying by two.
How does that play out though?
2 times Nadal's WTF titles = 2*0 = 0 again.
600% would be 6*0 = 0 as well.
You could say "100% more" in the more informal sense that one has > 0 (some) and the other has 0 (none), but then it would remain 100% no matter how many Federer ended up getting, so long as the value is > 0, which doesn't make mathematical sense.
Is there a better way to quantify this?

Fed has six (6) titles so far there, but 6*0 = 0.
Dividing by zero is also impossible. You could say that 6/0 = infinity (infinitely times more titles), but I don't think it's technically correct to say that x/0 = infinity. It's undefined.
So he just has undefined times more titles? We can't answer the question? I'm not satisfied with that.
Maybe something more accessible:
How many percent (%) more titles does he have?
100% more? 600% more?
To me "100% more" basically implies "twice as many" in most situations.
So "100% more" would be 1% of the original amount (Nadal's WTF title count), times 100, added to the original amount. In other words, 200% of the original amount. Multiplying by two.
How does that play out though?
2 times Nadal's WTF titles = 2*0 = 0 again.
600% would be 6*0 = 0 as well.
You could say "100% more" in the more informal sense that one has > 0 (some) and the other has 0 (none), but then it would remain 100% no matter how many Federer ended up getting, so long as the value is > 0, which doesn't make mathematical sense.
Is there a better way to quantify this?
