00:02Okay, today I want to discuss Paitagurus Tevaram, explain it, explain how to explain Paitagurus Tevaram.
00:14It happens okay
00:18Please read this article to know how to write scribes, please read this article to know how to write my tweaks, we will do it and accept it.
00:33Which is seen on one site and seen on another site
00:41On one side, the square sub-cell is called the dola side.
00:46Which is why we derive that one day from the chem in the dhi but that day.
01:06Yanik gives a sheet of a rectangle.
01:10So we draw a line like this and similarly draw a line from here.
01:15And this makes the chart triangle in the square.
01:22And a small square is formed in the middle.
01:26Now it is easy that the Linth area is the area permula, the Linth jarb virus is with you
01:37If the area comes, it will happen.
01:47Now there is a test of C scribe, S side sample, Linth BVC and Wet VC
01:57Yes, okay, so this will be written as two scribes.
02:05Now how do I find the area of this side? This is a two by four triangle and
02:13There is a screen connection.
02:21And this is the B side, right now this length is how much this is M minus B, this is less in it
02:30It is not included in this rectangle, okay, so this will be its area, how will we find its area?
02:39Will be done
02:41For time, hop up and this area is the primary place, hop up and we want to buy it here
02:54Its adrangle me ve yah jo yoge yahad yah side se hazayega a minus b v hole scuttle me adwaab
03:03After doing this it will go to this side and this
03:08A-B Hall Square will come from the site. Okay, let's simplify it now and we will get the answer.
03:20For times half you AB plus A-B half square now from here this two will be cut off from this and this
03:33will go halfway
03:34Plus we know that in algebraic formulas, one of us is that
03:44A-B Hall squared is equal to A-B
03:55square plus B square minus two AB is in algebraic formulas
04:03of A-B half squared is equal to A squared plus B squared minus two-AB okay
04:09Now, to simplify this, we'll put it below: A-Square plus B-Square minus two AB.
04:19Ok
04:21Square Two-C-Square This is referring us to okay
04:27Now this is 2-AB and this is minus 2-AB this is plus 2-AB these are opposite to each other
04:33will be cut along
04:34So we're left with A-Square plus B-Square, and that equals C-Square.
04:40This is a frog of the genus Petagurus vivum.
