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Ture or False If a number is a rational number, then it is an integer
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it is true because it can be written as a fraction
thx another one?
A repeating decimal is a rational number
yes, that can also be written as a fraction.
how
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cn you give me an example? pls
oh nvm, 0.666666 is 2/3
for all x,-2, _>x
true or false question
what about \[\frac{ 2 }{ 3 }\] ? it is rational but not an integer.
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so you're saying all integers are rational numbers?
yes but converse is not true.
ah, but can u help me with the last one?
wait nvm, i need help on something, let me post it sorry
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