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which ones are irrational and which ones are rational A. \[\frac{ 3 }{ 7 }\]
B. 0.78 repeated
C. \[\sqrt{\frac{ 7 }{ 9 }}\]
D. 5pi
@ambujverma
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@iGreen
@rational
hint: we say that p is a rational number, when we can find two integers numbers, say m and n, such that: \[\large \ p = \frac{m}{n}\] being: \[ \large n \ne 0\]
@SolomonZelman
a,b,c are rational and d is irrational
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for example we can write 0.78 repeated, as below: \[\large 0.\overline {78} = \frac{{78}}{{99}}\]
hint: \[\large\sqrt {\frac{7}{9}} = \frac{{\sqrt 7 }}{3}\] and \[\large {\sqrt 7 }\] is irrational
ohh i figured it out A and B are rational. And C and D are irrational
that's right!
thats correct because i just finished the test and got 100%
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