 Hi and welcome to the session. I am Priyanka and I am going to help you with the following question which says what can the maximum number of digits be in the repeating block of digits in the decimal expansion of 1 by 17? Perform the division to check your answer. Now let us start with our solution and we need to convert 1 by 17 into decimal form by actual division. So let us start with our division process, right? So we need to have a decimal to make it 10 but 10 is still less than 17 so we need to have 0 and then again it will make it 100. Now 17 multiplied by 5 gives us 85 so we are left with remainder 15. 0 will get been dropped down from above to make it 150 and then 17 multiplied by 8 will give us 136. Reminder left is 14. Now we will make it 140 again 17 multiplied by 8 again will give us 136 and we are left with remainder 4. 0 will be dropped down from above 17 multiplied by 2 gives us 34 and we are left with remainder 6. This procedure will go on till we reach and this whole procedure will go on till we reach a point where we get the remainder 1 again. So that mean the whole procedure that we did from starting will be repeated again and that is why we need to have a bar over the entire thing. So the answer comes out to be 0.0588235294117647 bar. Wait, so this completes the entire question which was given to us. I hope you enjoyed the division process. Bye for now.