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Integrating factor of the differential equation $\frac{d y}{d x}+y=\frac{1+y}{x}$ is (A) $\frac{x}{e^x}$ (B) $x c^x$ (C) $e^x$ (D) $\frac{e^x}{x}$ DIFFERENTIAL EQUATIONS - • DIFFERENTIAL EQUATIONS MATHEMATICAL LOGIC - • MATHEMATICAL LOGIC MATRICES - • MATRICES STRAIGHT LINE - • STRAIGHT LINE APPLICATION OF DEFINITE INTEGRATION - • APPLICATION OF DEFINITE INTEGRATION DEFINITE INTEGRATION - • DEFINITE INTEGRATION FUNCTIONS - • FUNCTIONS INDEFINITE INTEGRATION - • INDEFINITE INTEGRATION Trigonometric Functions - • TRIGONOMETRIC FUNCTIONS Line and Plane - • LINE AND PLANE APPLICATION OF DERIVATIVES - • APPLICATION OF DERIVATIVES VECTORS - • VECTORS Differentiation - • DIFFERENTIATION Pair of Straight Line - • PAIR OF STRAIGHT LINES Probability Distribution - • Probability Distribution Binomial Distribution - • BINOMIAL DISTRIBUTION Linear Programming - • LINEAR PROGRAMMING Welcome to Dinesh Sir Solutions – your go-to channel for MHT CET Maths solutions! 🚀 One Question, One Solution – Every Day! 🚀 📌 Get step-by-step solutions to past MHT CET Maths questions, explained by Dinesh Sir. 📌 Master concepts, improve speed, and ace your MHT CET exam with expert guidance. 📌 All solutions are from previous years and important expected questions. 🔔 Subscribe now for daily updates & never miss a solution! 🌐 Visit www.dineshsir.live for more Maths resources, test series, and full courses. #mhtcet #mhtcetpyq #dineshsir #dineshsirlivestudy #maharashtra #dineshsirlive #DINESHSIRSTRATEGY #mhtcetlatestnews #mhtcetmaths #maharashtraboard #maharashtraboard #mhtcetlatestupdates