 Hello and welcome to the session. In this session we discussed the following question which says express 1.336 bar as a fraction in simplest form. Let's move on to the solution now. We need to express 1.336 bar as a fraction in simplest form. So for that we take let x be equal to 1.336 bar. Then this means x is equal to 1.336666. Now here says we have that there is a bar on the digit 6 so the 6 repeats itself. As we write x is equal to 1.336666. From here we get 10x is equal to 13.3666. Then 100x would be equal to 133.6666. Then from here we get 1000x is equal to 1336.6666. We take this as equation 1 that is 100x is equal to 133.6666. And this as equation 2 that is 1000x is equal to 1336.6666. Now subtracting equation 1 from equation 2 we get 1000x minus 100x is equal to 1336.6666 minus 133.6666. This gives us 900x is equal to 1203. And from here we get x is equal to 1203 upon 900. Now on solving this we get as 300 3 times is 900 and 401 3 times is 1203. So we get x is equal to 401 upon 300 and we had assumed 1.336 bar as x. Therefore we say that 1.336 bar is equal to 401 upon 300. Thus we have expressed this as a fraction in simplest form. So this completes the session. Hope you have understood the solution for this question.