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Prove \(\large \bf \frac{0}{0}=2\)
Solution :- \[\large \bf \frac{0}{0}=\frac{100-100}{100-100}\] \[\large \bf =\frac{10.10-10.10}{10.10-10.10}\] \[\large \bf =\frac{10^2-10^2}{10(10-10)}\] \[\large \bf =\frac{(10+10)(10-10)}{10(10-10)}\] \[\large \bf =\frac{10+10}{10}\] \[\large \bf =\frac{20}{10}\] \[\large \bf =2\]
Proved.
wow
Can anyone tell me where's the mistake in that proof ?
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hmmm let me think
division by 0
you can't just " cancel" 10-10 from the numerator and the denominator
Cool :D
|dw:1468789273818:dw|
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10 - 10 = 0
|dw:1468789598642:dw|
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