0.9999... DOES NOT EQUAL ONE

No.12201425 ViewReplyOriginalReport
ENOUGH IS ENOUGH WITH YOU DUMB SCHIZOS MAKING UP MATHS AS YOU GO ALONG

YOU DEFACE WIKIPEDIA
YOU BRAINWASH STUDENTS INTO BELIEVING YOUR TRIPE
YOU MOCK THE TRULY INTELLIGENT AND FREE THINKERS FOR SHOWING THE FLAWS IN YOUR FAULTY LOGIC

WELL HERE'S THE REAL PROOF THAT 0.9999... DOES NOT EQUAL ONE:

1-0.1^(x) < 1-0.1^(x+n) < 1

THUS AS X TENDS TO INFINITY, N CAN ALWAYS BE CHOSEN SUCH THAT IT WILL BE CLOSER TO ONE

THUS THERE IS ALWAYS A VALUE GREATER THAN THE 0.999... THAT IS NOT ONE

IF THERE IS ALWAYS A VALUE BETWEEN 0.999... AND 1, THEY CAN NOT EQUAL THE SAME


THEREIN ENDS THE LESSON FOR THE RETARDS

NOW KINDLY END YOURSELVES YOU DUMB PIGS

DUMB DUMB PIGS