What is 3.541 with 41 repeating as fraction?

Answer 1

4/10

Answer 2

It is 1753/495 which cannot be simplified.

Answer 3

To express the decimal 3.541 with 41 repeating as a fraction, we can first denote it as x = 3.5414141... and y = 0.4141414... (repeating portion). Next, we subtract y from x to eliminate the repeating part: x - y = 3.541 - 0.414 = 3.127. Finally, we can express the fraction as 3127/999, since the repeating decimal 0.414 can be represented as 414/999, and when added to the whole number 3, we get 3127/999.

Answer 4

Well, isn't that just a happy little number! If we have 3.541 with 41 repeating, we can express it as a fraction by understanding that the repeating decimal 0.41 can be written as 41/99. So, 3.541 with 41 repeating can be simplified to 3541/999. Just remember, there are no mistakes, only happy accidents in math!

Answer 5

Oh, dude, you've got yourself a nice little recurring decimal there. So, 3.541 with 41 repeating is technically 3541/999. But like, who's gonna remember that fraction? Just keep it as 3.541 with a little repeating 41 at the end, it's all good.

Answer 6

what is 2.314 with 14 repeating as a fraction?