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-0.166666

Assuming this to be a recurring to infinity decimal , then it should be written as '-0.1666.... ' ( Note the three or more dots after the last decimal).

To convert a fraction.

Let P = -0.16666....

Then 10P = -1.6666.....

&

100P = -16.66666...

Subtract

90P= -15 (Note the recurring decimals subtract to 'zero').

P = -15/90

P = - 1/6 The Answer!!!!!

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lenpollock

Lvl 16
10mo ago

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Q: What is -0.16666666666 in a fraction form?
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