Ecuación de la recta tangente a una curva implícita (circunferencia) BACHILLERATO MATEMÁTICAS

In this second-year high school math video, one of the most common applications of derivatives is studied. A curve is given implicitly (specifically, a circle) and students are asked to find the tangent lines at a given abscissa point. The fact that the curve is not a function means that there is more than one tangent line for the abscissa point. Equations are obtained from the point-slope form of the equation of a line, and to find the slope, the implicit derivative of the equation of the circle is found. -- Subscribe -- https://goo.gl/g4Yb4y and activate the bell to receive notifications when a new video is uploaded. Use the hashtag #animopupilos **APPLICATIONS OF DERIVATIVES PLAYLIST** https://goo.gl/JjbmGe **Connect with Maths with Andrés** YouTube:    / matesconandres   Facebook:   / matesconandres   Twitter:   / matesconandres   Instagram:   / matesconandres   Google +: https://plus.google.com/+matesconandres Vivlium: https://vivlium.com/canal/matesconandres Email: [email protected] **Collaborating Website** Mathematics Blog: https://www.sacitametam.com