3:41 there are actually infinitly many quadratic that have two roots lets say alpha,beta. you can multiply that quadratic by some non-zero constant a but you will STILL have a quadratic that has the same roots.
By performing the calculations mentioned in the video. Please put -2/(-3/2) and 1/(-3/2) into your calculator and you will get the results 4/3 and -2/3 respectively.
3:41 there are actually infinitly many quadratic that have two roots lets say alpha,beta. you can multiply that quadratic by some non-zero constant a but you will STILL have a quadratic that has the same roots.
Great explanation. This was really helpful. Thank you very much.
Thank youu ver much sir,this really help me out about my alpha beta confusion,thankssss❤🥰
i love your English accent thanks so much for your channel!
You are the greatest
thanks, great video, keep up the good work
Thank you so much✨👌👌👌💯💯💯💯💯
Very helpful
I really enjoy it
You are amazing :)
How did you factorise before coming up with -17?
the best as usual !!
well when aquadratic equation has its sum negatve why does it change to postive wen using alpha an beta
Brilliant
Why did he subtract 3alpha beta from alpha plus beta cubed?
Kindly let him give a feedback Iam interest also.
Nice
How to find 1/ alpha cube sir ???
why is the answer -27/8 and not plus ,since the initial equation also had a negative?
Why is it minus instead of plus in the middle sign in d^3+b^3?
we always require the sum of the roots
how did you get the =4/3? and = -2/3, can you explain it
By performing the calculations mentioned in the video. Please put -2/(-3/2) and 1/(-3/2) into your calculator and you will get the results 4/3 and -2/3 respectively.
Can we still still solve it
Why us sum of the root not -2
As in -4/2
Sorry I don't get why alpha cube and beta cube were just joined together in the bracket and cubed
Please show how you got -17 cox I try it and I got -16
-8 - 9 = -17
Not helpful waste of time
😂😂
Bah just cool nuh youth