00:01
In this paragraph, in this question we have to compare the complex algebra with vector algebra.
00:08
So let's start.
00:09
This will be vector algebra and here we will be ready complex algebra.
00:21
Algebra of these two vectors we have to compare.
00:24
So point number one.
00:26
Vactors actually have components along axis.
00:31
So if i have right vector v so that will be having components along.
00:35
A .i and vj that time of 7.
00:38
In complex number we have components along real axis and imagery access.
00:45
Okay so if i have complex number z so we can write it as a plus iata times of p so this is the part and this is in this is an investment part one part two is comparison of factors so if we have two vectors v1 is equal to v2 then their individual part should be equal okay so you have we can have like a1 i plus b1 j will be equal to a2 i plus b2 j so from here we can reduce that a1 is equal to a 2 and b1 is equal to b2 but it was the same thing also existing a complex number that is if z1 is equal to z2 then it's real part and imagine what should be for that means so it's z1, z1 is a1 plus iatr, b1, and that is equal to a2 plus iatr, b2, that means a1 will be equal to a2 and b1 is equal to b2.
01:46
So that is a similarity in both the vectors in complete number...