Solve:\(\sin x \frac{dy}{dx} + (\cos x)y = -\sin x \cos x \)
Marks: 5Chapter: Unit 5: Differential Equations (7Hrs)
Chapter Study
BCA Semester 2 – Mathematics II – Unit 5: Differential Equations (7Hrs)
Comprehensive questions and detailed answers for Unit 5: Differential Equations (7Hrs). Perfect for exam preparation and concept clarity.
4
Questions
25
Marks
Solve:
MediumNumerical5 marks2022(TU FOHSS Final)
Solve the differential equation:
MediumNumerical5 marks2023(TU FOHSS Final)
Solve the differential equation:
MediumNumerical5 marks2024(TU FOHSS Final)
Solve the following:
MediumTHEORY10 marks2024(TU FOHSS Final)
Showing 4 questions
Sample Questions
Solve the differential equation: \[ 2\frac{dy}{dx} = \frac{2y}{x} + \frac{y^2}{x^2} \]
Marks: 5Chapter: Unit 5: Differential Equations (7Hrs)
Solve the differential equation: \[ \quad x\frac{dy}{dx} + 2y = x^2 \log x \]
Marks: 5Chapter: Unit 5: Differential Equations (7Hrs)
Solve the following: \[ \text{a)} \quad \frac{dy}{dx} - 3y = x^2 \] \[ \text{b)} \quad x\,dy - y\,dx = x^3 y\,dy \]
Marks: 10Chapter: Unit 5: Differential Equations (7Hrs)