Hello,

Our lessons is being even harder.Not so, though.

Okay.

I want to ask if my mathematical solution was correct. I am not going to post the whole mathematical notation. So, just the answer. I hope, I am correct.

Terminating decimal to a fraction first.

346.435 = \(\frac{346435}{1000}\)

Repeating decimal to a fraction, for the second.
\(0.000^{346}\)
Please, the 346 number has a bar line on top, indicating it as a repeating fraction.

Therefore, my answer is, \(\frac{346}{999000}\)

 

The way to input a bar in Latex is

0.000\bar{346}

and it gives you this:
\(0.000\bar{346}\)

As far as I can see both your answers are correct.

 

Okay. Thank you. Georacer, you always answer my math question.!!!
\(3\frac{250}{100}\)

 

Okay. Thank you. Georacer, you always answer my
math question.!!!
MY SOLUTIOn.
346.435=
\(346\frac{435}{1000}=3\frac{1000(346)+435}={1000\frac{346000+435}{1000}3\frac{346435}{1000}\)

is it correct

 

Err, you might want to check your result. It seems that you messed your Latex up and the result is unreadable. Write it in plain one-line equation if you have trouble with Latex.

 

\(346\frac{435}{1000}=\frac {1000(346)+435}{1000}=\frac{346000+435}{1000}= \frac{346435}{1000}\)

 

Looks good from here, good job with the Latex