11. Vy + 3 = 5 12. Vt – 3 = 7 13. V2t – 1 = 1 14. V3t + 4 = 2 15. V3t + 4 -6 16. V5t + 3 -2 17. V1 – 2r – 3 = 0 18. V1 - 2x – 1 = 0 19. V5x – 4 = 2 20. V2x – 3 = -1 21. Vx? + 2x = -1 22. Vr + 16 = V5 23. x = 8Vx 24. x = 3Vx 25. V15 – 2x = x 26. V12 – x = x 27. V3(x + 10) – 4 = x 28. Vi - х — 3 %3D х+2 29. Vx – x – - 4 = x + 2 30. Vx – x – 8 = x + 5 31. 3 + V3x + 1 = x 34. V3x + 7 + Vx+ 2 = 1 37. V3 – 2Vx = Vĩ 40. (Зк — 5)2 — 2 43. (x² + 9)² = 5 33. V2x + 3 – Vx + 1 = 1 36. V3x – 5 – Vx + 7 = 2 32. 2 + V12 - 2r = x - 35. V3x +1 - Vx – 1 = 2 38. V10 + 3Vx = Vx 41. (5x – 2)/3 = 2 39. (3x + 1)/2 = 4 42. (2x + 1)/3 = -1 1/2 44. (x² – 16)2 = 9

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Q: 2. Evaluate 2y"+3y'-2y=te-2t ,y(0)=0, y'(0)=-2 1 y(0) 125 A) y(1) 25 (96e2+96e-2-10te-2-2²-2) -2t…

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A: On solving this we will get

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A: Topic:- application of derivatives

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