Current Events > Between two irrational numbers lies yet another irrational number.

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FLOUR 12/23/18 9:41:23 PM #1:	How do I go about proving this? -- --- Wonderful! They call him Mr. Wonderful! You know he is so wonderful and he knows it too! <cite>FLOUR posted [p:914620901] in Between tw... [t:77329303]...</cite> <quote>How do I go about proving this? --</quote> ... Copied to Clipboard!
Tyranthraxus 12/23/18 9:43:48 PM #2:	FLOUR posted... How do I go about proving this? -- So long as the numbers are both real you don't need to prove anything. An irrational number plus a rational number is irrational and since infinite numbers exist between two non equal numbers, you can pick an arbitrary rational decimal to add to the lesser that doesn't make it exceed or equal the greater. --- It says right here in Matthew 16:4 "Jesus doth not need a giant Mecha." https://imgur.com/dQgC4kv <cite>Tyranthraxus posted [p:914620994] in Between tw... [t:77329303]...</cite> <quote><cite>FLOUR posted...</cite> <quote>How do I go about proving this? --</quote> So long as the numbers are both real you don't need to prove anything. An irrational number plus a rational number is irrational and since infinite numbers exist between two non equal numbers, you can pick an arbitrary rational decimal to add to the lesser that doesn't make it exceed or equal the greater.</quote> ... Copied to Clipboard!
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