Strong Induction is a proof method that is a somewhat more general form of normal induction that let's us widen the set of claims we can prove. Our base case is not a single fact, but a list of all the facts up to a particular nth level. Then we demonstrate the (n+1)th level. Previous example: Induction Proofs with inequalities: ►Full DISCRETE MATH Course Playlist: ♡♡♡SUPPORT THE CHANNEL♡♡♡ ►Support on PATREON: ►MATH BOOKS I LOVE (affiliate link): ►CURIOSITY BOX: use CODE drtrefor for 25% off awesome STEM merch boxes COURSE PLAYLISTS: ►DISCRETE MATH: ►LINEAR ALGEBRA: ►CALCULUS I: ►CALCULUS II: ►MULTIVARIABLE CALCULUS (Calc III): ►VECTOR CALCULUS (Calc IV): ►DIFFERENTIAL EQUATIONS: ►LAPLACE TRANSFORM: ►GAME THEORY: OTHER PLAYLISTS: ►Cool Math Series: ►Learning Math Series: ►LaTeX: SOCIALS: ►X/Twitter: ►TikTok: @drtrefor ►Instagram (photography based):