1
/
16
Conic section Lecture 1: Intersection of a double cone with a plane Parabola, ellipse & Hyperbola
Conic section Lecture 2: Formal definition in 2D geometry PS=ePM , focus, directrix, & eccentricity
Conic section Lecture 3: Identifying conic from general Cartesian form ax^2+2hxy+by^2+2gx+2fy+c=0
Conic section Lecture 4: Polar equation of conic section with focus as pole
Parabola Lecture 1: y^2=4ax (Ist form) Derivation, characteristics, graph and standard results
Parabola Lecture 2: Shifted vertex (y-k)^2=4a(x-h) with examples
Parabola Lecture 3: y^2=-4ax, x^2=4ay, x^2=-4ay Characteristics, graph and standard results
Parabola Lecture 4: Shifting vertex problems (Part 2) y^2+4y+4x+2=0, x^2-2ax+2ay=0
Parabola Lecture 5: Writing equations of parabola when various parameters are given
Parabola Lecture 6: Parabola & Quadratic expressions relationship eg locus of y=a^3/3x^2+a^2x/2-2a
Parabola Lecture 7: Relationship between Parabola & Projectile motion
Parabola Lecture 8: Find equation of general parabola with given conditions
Parabola Lecture 9: Find focus, directrix, LR, axis, vertex of 25[(x-2)^2+(y+5)^2]=(3x+4y-1)^2
Parabola Lecture 10: How to find focus, directrix of general parabola ax^2+2hxy+by^2+2gx+2fy+c=0 ?
Parabola SE: Find the vertex of parabola x=t^2-t+1 and y=t^2+t+1 represented in parametric form
1
/
16