My Last French Lesson! Why, I hardly knew how to write ! I should never learn any more! I must stop there, then! Oh, how sorry I was for not learning my lessons, for seeking birds 'eggs or going sliding on the Saar! My books, that had seemed such a nuisance a while ago, so heavy to carry, my grammar, and my history of the saints, were old friends now that I couldn't give up and M. Hamel, too; the idea that he was going away, that I should never see him again, made me forget all about his ruler and how cranky he was. Poor man! It was in honour of this last lesson that he had put on his fine Sunday clothes, and now I understood why the old men of the village were sitting there in the back of the room. It was because they were sorry, too, that they had not gone to school more. It was their way of thanking our master for his forty years of faithful service and of showing their respect for the country that was theirs no more.
(The Last Lesson)
Choose the correct option: What is the tone of the speaker in the expression ‘I hardly knew how to write ...... how sorry I was for not learning my lessons’?
Fun time with friends
Select the correct option from those given in brackets to fill in the blank:
“It was because they were sorry too….” They were sorry for _________(not following the government order / not learning their language).
A current-carrying coil is placed in an external uniform magnetic field. The coil is free to turn in the magnetic field. What is the net force acting on the coil? Obtain the orientation of the coil in stable equilibrium. Show that in this orientation the flux of the total field (field produced by the loop + external field) through the coil is maximum.
Three students, Neha, Rani, and Sam go to a market to purchase stationery items. Neha buys 4 pens, 3 notepads, and 2 erasers and pays ₹ 60. Rani buys 2 pens, 4 notepads, and 6 erasers for ₹ 90. Sam pays ₹ 70 for 6 pens, 2 notepads, and 3 erasers.
Based upon the above information, answer the following questions:
(i) Form the equations required to solve the problem of finding the price of each item, and express it in the matrix form \( A \mathbf{X} = B \).