Types of Numbers

Excellent explanation!!

cool

thank you!

Amazing!

Thanks a lot Doc :-)

boring but helpful

What about:
Pi/e
Way is that not rational transendental.

Thanks!

Amazing!

Isnt 3i^2 -3 instead of -9?

non-algebraic numbers are transdental numbers am i right

thanks very much

thank you...that was useful..

i wonder if we ever get to use a third plane in our number system. i.e numbers that can neither be expressed as a real nor an imaginary number

Isn't i algebraic?

Thank You!

thank u so much

thank u so much

good

zero is invented by aryabhatta okkk

Helpful for students

so whats the difference between natural numbers and negative integer numbers, since you have mentioned that negative integers are negative natural numbers

where is the quaternions numbers?

Why do you talk so slowly?

Thnkyou so much

I think that the zero was first used by the mayas. Look at it

Brilliant, better than Khan Academy.

How is 3i^2 = 9, when i^2=-1?

thank you , great overview!

thanks for DR DANIEL

2019

My brain before the video:😩
My brain after the video:🤓
I solved one single equation

Just an excellent presentation (review for this old fella) !

Thank you so much sir. It's really helpful for me.☺☺

There are no geometric numbers

Finally the information I’ve been looking for. Excellent work, and all the best to you. Liked and subbed.

Thankyou sir 😁😁😁😁😁

Your teaching and presentation way really spectecular......magnificant....

1.6666... has no point on the number line, neither does pi.

this video was really helpful. thanks a lot, sir.