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Can this number be written as an integer/integer?

i have no idea

If so it it rational
If not it is irrational

291 87/100

So based on what radar posted what conclusion can you draw?

i dont even understand what he put i dont even understand the question

Basically it is asking if you can write it as an integer over and integer or not

\[\text{ example } 21.23 \text{ is rational because } 21.23=\frac{2123}{100} \]

2123 and 100 are integers

10.421=10421/1000 is rational too

so another words it rational because its equivalent to a fraction

a fraction that is only composed of integers
integers are {...,-3,-2,-1,0,1,2,3,...}

wow im confused

your number terminates so it is rational

just like one that terminates can be written as an integer over an integer

pattern or terminates=> rational

no pattern and forever never ending=>irrational

is that less complicated?

Some irrational numbers are pi, the square root of 2, and many others.

yes thank you