Comments

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  राजेश श्रेष्‍ठ- Thanks for this note on solution of exercise 15, it's truly helpful.
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  निम्मी चालिसे- Thanks for this solution, this is helpful.
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  रजनी श्रेष्‍ठ- Thanks for this note.
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  सुश्री शान्ती श्रेष्‍ठ- Thanks for this note for solution of exercise, this is helpful.
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  निर्मला श्रेष्‍ठ- Solution to Ex 15 page 252 for Civil Engineering course: Solving for y in y + (sin x)(1-y) = cosx, ⇒ y(1 + sinx) = cosx - sinx ⇒y = \frac{cosx - sinx}{\left(sinx\right)\(\left(1+ sinx)\}\)}
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  साइमु थापा- Examining the formula from exercise 15 for finding derivatives is crucial for this course. The concept of derivative analysis requires careful attention to the context, limits, and bounds provided within the solution steps.
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  मनोहर अग्रवाल- Note on solution of exercise 15 in chapter solution for civil engineering concepts.
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  श्रीमती छिरिङ खत्री- The concept of limits in calculus relies on understanding one-sided approaches to function values near a point, making it essential to comprehend their application in real-world scenarios.