Question
Download Solution PDFWhat is the order of the differential equation given by \(\frac{{dy}}{{dx}} + 4y = \sin x?\)
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDFExplanation:
The order of a differential equation is the highest order of derivatives that occurs in the differential equation.
In the given equation:
\(\frac{{dy}}{{dx}} + 4y = \sin x\)
The highest order derivative occurring in the equation is \(\rm\dfrac{dy}{dx}\), hence the order of the given equation is 1
Last updated on Jun 21, 2025
-> The Interview for BPSC Assistant Professor (Advt. No. 04/2025 to 28/2025) will be conducted in September 2025.
-> The BPSC Assistant Professor Notification 2025 was released for 1711 vacancies under Speciality (Advt. No.04/2025 to 28/2025).
-> The recruitment is ongoing for 220 vacancies (Advt. No. 01/2024 to 17/2024).
-> The salary under BPSC Assistant Professor Recruitment is approximately Rs 15600-39100 as per Pay Matrix Level 11.
-> The selection is based on the evaluation of academic qualifications & work experience and interview.
-> Prepare for the exam using the BPSC Assistant Professor Previous Year Papers. For mock tests attempt the BPSC Assistant Professor Test Series.