115. Límite por Regla de L'Hopital: logaritmo y trigonométrica, forma 0/0
▼ IMPORTANT ▼ Solved example of limit using L'Hopital's rule (L'Hôpital's rule, L'Hospital's rule), in the case in which we have a division of natural logarithm ln by cosine of pi by x, of the form 0/0, deriving the trigonometric and logarithmic function by calculating the limit step by step. #limit #lhopital #calculation ---------- ** IMPORTANT LINKS ** Limits Course: • Límites Special Videos: • Members-only videos Mathematics Review Course (Pre-University) • Curso de Repaso de Matemáticas ---------- ** SEE ALL MY COURSES HERE ** / arquimedes1075 ---------- ** BIBLIOGRAPHY ** Calculus of a variable, James Stewart Calculus, M. Spivak 5000 mathematical analysis problems, B. Demidovich Calculus, Granville Simplified Mathematics, by Conamat ---------- ** DONATIONS ** Paypal: https://www.paypal.com/cgi-bin/webscr... Channel memberships: / @matefacilyt Patreon: / matefacil ---------- ** MY OTHER CHANNELS AND SOCIAL NETWORKS ** Physics Channel: / @matefacilfisica Videogame Channel: / @matefacily Twitch: / matefacil MateFacil App: https://educup.io/apps/matefacil Facebook (Page): / arquimedes1075 Twitter: @Matefacilx Instagram: @Matefacilx Discord: / discord ---------- #Matefacil #Matematicas #Math #tutorial #tutor #tutoriales #profesor ----
116. Limit by L'Hopital's Rule: trigonometric, form 0/0
114. Limit by L'Hopital's Rule: trigonometric functions, form 0/0
139. Limit by L'Hopital's Rule: indeterminacy 1 raised to infinity
133. Limit by L'Hopital's Rule: indeterminacy 1 raised to infinity
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119. Limit by L'Hopital's Rule: inverse trigonometric, form 0/0
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134. Limit by L'Hopital's Rule: indeterminacy 1 raised to infinity
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