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8.38888889 as a fraction plz thx
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838888889/10^8
8.38888889 that's rounded form of \(8.38888888888\cdots \) isn't ?
x=8.3888888888888888888888888888 10x=83.888888888888888888888888888888 10x-x=83.88-8.38 9x=75.5 90x=755 x=755/90
yes you could
if you notice the top number ends in a 5 and the bottom numbers end in a 0 so both numbers are divisible by 5
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151/18
o ok thx i see
and then it can be reduced more as fontez as shown
151/18
\[ 8 \frac{35}{90} \]
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or written as an improper fraction as ffm has shown
I used a quick trick but if you want to understand the analytical/ formal way of doing it see myin's answer.
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