We continue with our series of solved exercises on Basic-Level Separable Differential Equations.
In this second installment, you will find new problems, explained step by step, to help you strengthen your understanding, develop fluency with the method, and move forward with confidence toward more complex challenges.
I feel fortunate to be part of such an enthusiastic, generous, and committed community. Your comments, suggestions, and expressions of support have been an endless source of motivation and inspiration to keep creating and growing together.
Thank you for being part of this journey, for your trust, and for helping me improve every day. Without you, none of this would be possible. Let’s keep sharing ideas, learning, and enjoying great moments on Hive Blog!
A big hug,
Gary Núñez.
GOD BLESS YOU ALL
1.- Kiseliov, A., Krasnov, M., & Makarenko, G. (1984). Problems in Ordinary Differential Equations. MIR Publishers.
2.- Boyce, W. E., DiPrima, R. C., & Meade, D. B. (2012). Elementary Differential Equations and Boundary Value Problems. Wiley
3.- Edwards, C. H., & Penny, D. E. (2001). Differential Equations. Pearson Educación de México.
4.- Nagle, R. K., Saff, E. B., & Snider, A. D. (2005). Differential Equations and Boundary Value Problems. Pearson Educación de México.
5.- Ross, S. L. (1992). Differential Equations. Editorial Reverté.
6.- Zill, D. G. (1988). Differential Equations with Applications. Grupo Editorial Iberoamérica.
7.- Rainville, E. D., Bedient, P. E., & Bedient, R. E. (1997). Differential Equations. Pearson Educación.
8.- Baranenkov, G., Demidovich, B., Efimenko, V., Kogany, S., Lunts, G., Porshneva, E., Sichova, E., Frolov, S., Shostak, R., & YanpolskÃ, A. (1967). Problems and Exercises in Mathematical Analysis. MIR Publishers.
9.- Larson, R. P., & Hostetler, R. E. (1995). Calculus and Analytic Geometry (Vol. 2). McGraw-Hill..
the web page: https://www.desmos.com/calculator/frx7bimvdd?lang=es.