A sneak peak for the next videos in this series will be:- (First): Expanding linear brackets when multiplying complex numbers (Second): Division and using complex conjectures (Third): Factorising sums of squares using complex pairs (Fourth): Raising Imaginary numbers to exponents. So finally the topic I waited for in this channel to illustrate
6:04 - ...which I always thought was cheating and not really a proper numerical operation. Numbers were invented to quantify things in the real world, so WHY THE HELL WOULD YOU HAVE SQUARE ROOTS OF NEGATIVES?!
Although imaginary numbers don't correspond to anything "real", they allow certain calculations to be possible that produce useful results that are not imaginary..
@@mariostar13 For example, complex numbers are used in electronics to calculate the way a signal is affected by a complicated circuit of interconnected components involving capacitors, induction coils and resistors. The results are real but you must travel through the land of imaginary numbers to get there.
![Lp. Сердце Вселенной #60 РОЖДЕНИЕ ЛОЛОЛОШКИ [Финал] • Майнкрафт](http://i.ytimg.com/vi/YoR0pAV9FVQ/mqdefault.jpg)
Thank GOD he uploaded video after so long time...............................
A sneak peak for the next videos in this series will be:-
(First): Expanding linear brackets when multiplying complex numbers
(Second): Division and using complex conjectures
(Third): Factorising sums of squares using complex pairs
(Fourth): Raising Imaginary numbers to exponents.
So finally the topic I waited for in this channel to illustrate
i hope that you made a series on trigonometry , calculus ... PLEASE
Same here sir
Same
Tq sir when will series on trigonometry and calculus
hope that algebraic number and transcendental number will also be covered
He's back
Sir , I want a full video on developing of number system from natural to real numbers
They have a playlist for pre-algebra with many videos on each of them.
the prof. name is musical ~
6:04 - ...which I always thought was cheating and not really a proper numerical operation. Numbers were invented to quantify things in the real world, so WHY THE HELL WOULD YOU HAVE SQUARE ROOTS OF NEGATIVES?!
Although imaginary numbers don't correspond to anything "real", they allow certain calculations to be possible that produce useful results that are not imaginary..
@@MyWhyU How so?
@@mariostar13 For example, complex numbers are used in electronics to calculate the way a signal is affected by a complicated circuit of interconnected components involving capacitors, induction coils and resistors. The results are real but you must travel through the land of imaginary numbers to get there.
Hey, just taking a look at something...
After that Dedekind theory of real numbers
And I want a nice little house with a picket fence.
Took you a while lol