In this article, you will get the answer ofΒ Find the curves on which the functional 0β«1 [(π¦β²)2 + 12π₯π¦] ππ₯ with π¦(0) = 0 πππ π¦(1) = 1Β from Model question paper 1 ofΒ Transform Calculus, Fourier Series and Numerical Techniques[M3]Β orΒ 21MAT31.
10.c) Find the curves on which the functional 0β«1 [(π¦β²)2 + 12π₯π¦] ππ₯ with π¦(0) = 0 πππ π¦(1) = 1
Answer:
![Find the curves on which the functional 0β«1 [(π¦β²)2 + 12π₯π¦] ππ₯ with π¦(0) = 0 πππ π¦(1) = 1](https://i0.wp.com/vtuupdates.com/wp-content/uploads/2023/03/image-16.png?resize=559%2C1024&ssl=1 "Find the curves on which the functional 0β«1 [(π¦β²)2 + 12π₯π¦] ππ₯ with π¦(0) = 0 πππ π¦(1) = 1")