2010•Journal of Kashgar Teachers CollegeRequires access

Quasi-Bernoulli Equations and Their Solving Methods

HU Ai-lian

Open publisher page 1 citations

Abstract

Bernoulli equation in the first order differential equation is popularized to one kind of new first order non-linear differential equation:dy/dx=P(x)f(y)∫dy/f(y)+Q(x)f(y)∫dy/f(y)n.And its elementary integral method is obtained,where 1/f(y) is integral.

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What this paper is about

Bernoulli equation in the first order differential equation is popularized to one kind of new first order non-linear differential equation:dy/dx=P(x)f(y)∫dy/f(y)+Q(x)f(y)∫dy/f(y)n.And its elementary integral method is obtained,where 1/f(y) is integral.

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Available abstract

Bernoulli equation in the first order differential equation is popularized to one kind of new first order non-linear differential equation:dy/dx=P(x)f(y)∫dy/f(y)+Q(x)f(y)∫dy/f(y)n.And its elementary integral method is obtained,where 1/f(y) is integral.

Key concepts: Bernoulli's principle, Mathematics, Bernoulli process, Applied mathematics, Bernoulli scheme, Calculus (dental), Mathematical economics, Physics

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