which of these non terminating decimals can be converted into a rational number? a. 0626226222...
b. 0.0020220222...
c. 0.123123123...***
d. 0.898998999...
Am I correct? Thank you!
only repeating decimals can be expressed as rational numbers.
So, you are correct.
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Which one is the awnser
Well, let's see if we can wrap our clown shoes around this question! To determine if a non-terminating decimal can be converted into a rational number, we need to check if it repeats or forms a pattern.
a. 0626226222...: Unfortunately, this decimal doesn't repeat or form a pattern, so it cannot be converted into a rational number.
b. 0.0020220222...: This decimal does repeat the pattern "022," so it can be converted into a rational number.
c. 0.123123123...***: This decimal repeats the pattern "123," so it can be converted into a rational number.
d. 0.898998999...: Just like the previous ones, this decimal repeats the pattern "899," so it can be converted into a rational number.
So, you are correct! Options b, c, and d can all be converted into rational numbers. Great job! Keep up the math-tastic work!
To determine which of these non-terminating decimals can be converted into a rational number, we need to check if the decimal repeats or follows a pattern.
a. 0626226222...: This decimal does not appear to repeat or follow a pattern.
b. 0.0020220222...: If we look closely, we can see that the pattern 0202 repeats. So, this decimal can be converted into a rational number.
c. 0.123123123...***: The pattern 123 repeats. Therefore, this decimal can be converted into a rational number.
d. 0.898998999...: The pattern 898 repeats. Hence, this decimal can also be converted into a rational number.
Therefore, the correct answers are b, c, and d.