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What is Bernoulli Differential Equations Guide about?
Bernoulli differential equations can be written in the form dy/dx + p(x)y = q(x)y^n where n ≠ 1,0. To solve, make the substitution u = y^(1-n) to convert it to a linear differential equation. Examples are provided to demonstrate solving specific Bernoulli differential equations using this substitution technique. Exercises are included for the reader to practice solving additional examples. Applications to chemical reaction rates are discussed.
- Author
- Ali Ali
- Language
- EN