高师理科学刊2025，Vol.45Issue(11)：18-20,3.DOI:10.3969/j.issn.1007-9831.2025.11.004
可化为齐次方程的两类微分方程的求解
Solution of two types of differential equations transformable into homogeneous equations
摘要
Abstract
Two special classes of first-order differential equations is discussed.By making appropriate variable substitutions,they can be transformed into homogeneous equation,and their general solutions can be obtained.Specific examples is given for solving these two types of differential equations separately.关键词
微分方程/齐次方程/变量代换法/通解Key words
differential equation/homogeneous equation/variable substitution method/general solution分类
数理科学引用本文复制引用
卢晶梅,王炳涛..可化为齐次方程的两类微分方程的求解[J].高师理科学刊,2025,45(11):18-20,3.基金项目
2024年度山东交通学院本科教学改革研究项目(2024YB51) （2024YB51）
