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when converting a fraction to a decimal, some of the answers will be repeating decimals. A bar or line is sometimes placed over the part of the decimal that keeps repeating. ex: 0.24242424 etc. can be written as 0.24 with a 'bar' over the 24 to show that it keeps repeating.
1.141552511415525114 and the pattern keeps on repeating.
3.153846 and that .153846 keeps repeating.
A terminating is like 3.567864 but keeps on going. A repeating numbers are numbers you divide like 3.6666666666 but it keeps going on so you shorten it. EX. 3.567864 will be 3.567 3.6666666666 will be 3.666 or 3.66
If it ends with the fourth 6, then it is rational. If the number keeps endlessly repeating, then it is irrational.
They form when magma pushes through melting the rock which re-hardened and it keeps repeating itself
Parallelism
because it keeps repeating itself over and over again and it's like one huge circle.
4/14 is equal to the irrational repeating decimal, 0.285714... it keeps repeating after that.
The theme in musical compositions depends. In a canon, the theme is the sepquence of notes that keeps repeating itself. This is also slightly true for everything else.
repeating
the sound is "mcmeer" and it keeps repeating it
It is 29.9 where the 9 keeps repeating.
The word is "earwormed."
It may be a cultural communication trait where repetition is used for emphasis or to ensure understanding. You can acknowledge the repetition and ask clarifying questions to show you are engaged in the conversation and to ensure you both are on the same page. It's important to practice active listening and patience to navigate through potential language or cultural differences.
when converting a fraction to a decimal, some of the answers will be repeating decimals. A bar or line is sometimes placed over the part of the decimal that keeps repeating. ex: 0.24242424 etc. can be written as 0.24 with a 'bar' over the 24 to show that it keeps repeating.
His address.