If you are talking about 1,259 divided by 12, then the answer would be:
104.96̅6̅.
The bar represents a repeating and terminating decimal, for example: 98.71111111..., which turns into 98.71̅1̅.
But, if the bar line haven't been discussed yet in your school, you can just simply write 104.966.
If you are talking about 12 divided by 1,259, then the answer would be:
0.0095313741...
There is no line but rather an ellipsis to show that a number is repeating but non-terminating. You can simply put 0.0095for a shorter and rounded-off (to the nearest ten thousandths) answer.
For the solutions, please refer to the images. The first image is 1,259 divided by 12, and the second image is 12 divided by 1,259.
Just a note:
In the parts of the division equation (in words) "a divided by b", the "a" is the dividend, the "divided by" represents as the division symbol, while "b" represents as the divisor.
Answers & Comments
Answer:
If you are talking about 1,259 divided by 12, then the answer would be:
104.96̅6̅.
The bar represents a repeating and terminating decimal, for example: 98.71111111..., which turns into 98.71̅1̅.
But, if the bar line haven't been discussed yet in your school, you can just simply write 104.966.
If you are talking about 12 divided by 1,259, then the answer would be:
0.0095313741...
There is no line but rather an ellipsis to show that a number is repeating but non-terminating. You can simply put 0.0095 for a shorter and rounded-off (to the nearest ten thousandths) answer.
For the solutions, please refer to the images. The first image is 1,259 divided by 12, and the second image is 12 divided by 1,259.
Just a note:
In the parts of the division equation (in words) "a divided by b", the "a" is the dividend, the "divided by" represents as the division symbol, while "b" represents as the divisor.
Hope it helps!
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