Math, asked by namrataratnanipat54h, 1 year ago

118/99
please anyone tell me what to do in this case

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Answered by hukam0685

$\frac{118}{99} \\ = \frac{118}{3 \times 3 \times 11} \\ = \frac{118}{ {3}^{2} \times 11 } \\ it \: is \: non \: terminating<br /> \:repeating \: decimal \:(or \: recurring \: decimal) expansion \\ because \: its \: denominator \: is \: not \: in <br />\: the \: form \: of \: {2}^{n} \times {5}^{m}$

hukam0685: this is the method to check,without actual division

saurabhsinghbihari: u have to represent 118/99 in the form of non terminating recurring decimal

hukam0685: that is the answer,after divide you will get 1.19191919...

saurabhsinghbihari: but question me check karne k liye nhi express karne k liye bol rha hai

hukam0685: ie 19 repeat itself

saurabhsinghbihari: ya

hukam0685: any more doubt

saurabhsinghbihari: i haven't any doubt yet

hukam0685: ok thanks

saurabhsinghbihari: welcome

Answered by saurabhsinghbihari

i hope this answer would be helpful for you

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118/99please anyone tell me what to do in this case

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118/99
please anyone tell me what to do in this case