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00:00 - 00:59 | hello my question is to find the coordinates of the foci the vertices of co-ordinate coronavirus what is the length of a major minor Axes and the length of latest rectum and release equation is given as 16 X square + Y square equal to 15 so let's first of all right this equation in which we can get by dividing the equation with 16 so this 16 we are going to get x square upon 1 + Y square upon 16 equals to 1 standard equation of the left and the general tender form of vision can be given as Access for a square + Y square upon B square equal to 1 now let's compare this to equation to get the value of a and |

01:00 - 01:59 | abhi and wife I will find this all five Tum they were so let's try to find this so here is where is given as it is equal to 1 and b square b square equal to 16 So B is given as for now here by observing this we can say that b is greater than a to the arrow diagram I am saying Rock diagram the wife is hair accessories near our major axis is going to wife can be like this ok bye this lipstick with graph I can see that the co-ordinate of what is written written plus minus b i will be cause hair x-coordinate are going to Busy us because what |

02:00 - 02:59 | is are going to be lies on the y-axis 10 plus minus b so finally we can write as Hero plus minus in the 40 plus minus 4 ok now the second time they have worked as a Centre City Centre city is given as root 1 - x square upon the now let's put value here so by putting value but we are going to get one minus A square is given is one upon B 15 so Intercity what we are going to get as root 15 root 15 upon denominator 26 root 16 and it can we give our region as to its intensity is there now the third the third thing the length of the major Axis ok the length of the |

03:00 - 03:59 | CD writing major Axis with capital and ok so length of major cases can be given as this and it is equal to time be Chhotu X V and B is given as four so it is going to be 428 so it is it ok and the length of my name is I am waiting minor DB Mall M so length of minor axis can be given as it is equal to 2 x 3 and this is two times a and b 122 ok now what the next thing they have asked the next thing there was the coordinator of ok ok it is given as well as because everything is going to be lie on y-axis 40 + - |

04:00 - 04:59 | time ok so we can see if we do here b is equals to 4 and b is equal to root 15 by 40 by multiplying this 2004 will cut down only left with root 15 so coordinator will be given as 0 plus minus root 10 of two coordinates and the last thing they have asked the length of letter sector so I am writing letter system length L are is given and 2 x square upon B square ok sorry MP not equal to x square call me so if you observe that here is where is given is one so it is to enter nominated BS4 bike and write it by simplifying |

05:00 - 05:59 | One by Two ok so length of latus rectum latest rectum is given is 1 by 2 and other term there was appointed to give the solution of the question thank you |

**Ellipse Introduction**

**Equation of ellipse in its standard equation**

**Various result of Ellipse :- Vertices; major and minor axis ; focii directrix and center**

**Various results of ellipse when y-axis is major axis**

**Equation of an ellipse whose axes are parallel to co-ordinate axes and center is `(h,k)`**

**Some important terms of ellipse :- Ordinate; Double ordinate ;latus rectum.**

** Position of a point with respect to ellipse **

**Ellipse with axis not parallel to coordinate axis**

**Relation between all the terms of ellipse and major- minor axis when axis is not parallel to co ordinate axes**

** Auxiliary circle and eccentric angle**