Is 7/9 greater than or less than 0.6
7/9 is greater because if you divide the fraction you will get 0.77777777...
(Which will go on forever)
compare:
(< or >)
0.7 ? 0.6
Well, by looking at both of them, you can easily tell that 0.7 is greater and 0.7=7/9, therefore, 7/9 is greater
It is to be determined whether the value of 7/9 is greater than or less than 0.6.
\(\dfrac{7}{9}\) is greater than \(0.6\)
We need to find the decimal form of the fraction \(\dfrac{7}{9}\)
\(\dfrac{7}{9}=0.77\ldots\)
It is a repeating decimal.
The other number is \(0.6\)
It can be seen that \(0.77\ldots\) is greater than \(0.6\).
So, \(\dfrac{7}{9}>0.6\)
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