Pikka 1 9 2 0

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The idea is that 0.9 recurring
(0.999.. with the digits going on forever)
is actually equal to 1

(Here we write 0.999.. Omnifocus mac. as notation for 0.9 recurring, some people put a little dot above the 9, or a line on top like this: 0.9)

Pikka

Does 0.999.. = 1 ?

Let us start by having X = 0.999..

X = 0.999..

10X = 9.999..

Subtract X from each side to give us:

9X = 9.999.. − X

Pikka 1 9 2 0 Movie

but we know that X is 0.999.., so:

9X = 9.999.. − 0.999..

9X = 9

Pikka 1 9 2 0 Download

Divide both sides by 9:

X = 1

Pikka 1 9 2 0 2

Does 0.999.. = 1 ?

Let us start by having X = 0.999..

X = 0.999..

10X = 9.999..

Subtract X from each side to give us:

9X = 9.999.. − X

Pikka 1 9 2 0 Movie

but we know that X is 0.999.., so:

9X = 9.999.. − 0.999..

9X = 9

Pikka 1 9 2 0 Download

Divide both sides by 9:

X = 1

But hang on a moment I thought we said X was equal to 0.999.. ?
Yes, it does, but from our calculations X is also equal to 1, so:

X = 0.999.. = 1

And so:

0.999.. = 1

Pikka 1 9 2 0 Online

Earth 3d. Does anyone disagree with this? Let me know on the Math is Fun Forum.





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