Using geometric progression, express 0.4131313... as a fraction.
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Using geometric progression, express 0.4131313... as a fraction.
It is the same as 0.4 + 0.0131313.... and you should be able to see a and r for 0.0131313....Quote:
Originally Posted by Punch
yes i see that but i dont understand how i could use itQuote:
Originally Posted by mr fantastic
Are you saying that you cannot find 0.0131313..... as a fraction and then add it to 0.4 = 4/10?Quote:
Originally Posted by Punch
sorry but i dont quite understand how this relates to geometric progressionQuote:
Originally Posted by mr fantastic
If you have been given this question to do you surley must have been shown how to relate an infinite periodic decimal as an infinite geometric series.Quote:
Originally Posted by Punch
0.0131313... = 0.013 + 0.00013 + 0.0000013 + ..... a and r should be obvious. Go to your class notes or textbook and review the appropriate section of this topic.