Double Intercepts Form of Equation of Straight Line

ItsMyAcademy.co... For Complete List of Videos -
13. Double Intercept Form of Equation of Line -- This is another type of equation of line we are learning in which the equation carries both intercept - x intercept and y intercept. The equation of double intercept form is given by -- x.a + y/b = 1. Here a & be are the x intercept as well as y intercept respectively. So whenever we have x as well as y intercept made by an straight line we can very easily write the equation of line as given above.
This straight line video lesson deals with the derivation of this equation. To derive this double slope intercept form watch the video lesson very nicely. I believe this Double intercept form of equation will definitely help you in increasing the concept of Straight line -- Coordinate Geometry.
Double Intercept Form of Equation of Line is very important concept in straight line mathematics. The term Double intercept means the our given line is making intercepts on x axis as well as y axis.
If we know the x intercept of line and y intercept of the line then we can easily write the double intercept form of equation of line.
The general equation for double intercept form of line is given by ;
x/a + y/b = 1
Here, a & b are the intercept on x and y axis respectively. The value of a & b may be positive of negative depending upon the situation, whether the line is cutting positive or negative x or y axis.
I hope this Double Intercept Form of Equation of Straight Line video lesson was helpful in gaining some concepts to write equation of a given line having intercepts on x & y axis.

[@vinayakmapari2012]

guys plz give more examples while explaining the concept without examples we do not come to know the theory

[@trashskun6194]

i just listened some creepy sounds in background from this vdeo tf

[@michealfundi1537]

Video should have more likes👍

[@cutiesweetsmile]

it's my exam tomorrow and my professor is going to ask how to derive this. thank you for this video. now I know what to answer. thanks!

[@reez0ne]

Same🙂

[@ItsMyAcademy]

Your are welcome my friend !!!

[@samuelmiricleromalo]

Thank You , I love you!!!!!!!!!

[@dorpongohain4248]

1432

[@haikyuuusquad5851]

So who is here from modules

[@faheemullah5574]

thank u sir its very helpful

[@KaRen-wj8fw]

How about fraction?

[@shoaiburrehman764]

Helpful

[@ibrabazzara8765]

man ! you make me wanna

[@leo4710]

Thank you so much for this video!

[@jz3658]

Helped a lot thanks

[@gelo82822]

Tnx bro!

[@Ray-mq3je]

levi da😈🤟

[@KirkAyrah]

I dislike but nice example and teaching.. IDOL