Division of Polynomials | Long Division

Long division is a reliable tool to divide any two given polynomials.
In algebra, polynomial long division is an algorithm for dividing a polynomial by another polynomial of the same or lower degree, a generalized version of the familiar arithmetic technique called long division. It can be done easily by hand, because it separates an otherwise complex division problem into smaller ones.

[ibrahimmagaji]

I never understood long divisions soo well untill today. My kids must watch your videos..thank you soo much and keep doing what you do🙌🏾.

[VIC]

I got (4x - 10) (x² + 3x) + (30x - 1)
Quotient = 4x - 10 (c)
Remainder = 30x - 1 (r)
Divisor = x² + 3x (a)

I proved it by [ac+r] and it was equal to 'b'!

[PRADEEP_]

Thanku sir i can understand ur teaching.

I had difficulty in the 2nd sum u solved my doubt sir tq❤❤❤❤😊😊😊

[bamideledaramola]

Actually for me, I Love the fact that your contents are always easy to understand and remember.Thank you sir 🥰🥰

[adamubala]

It’s been difficult for me to understand this in school but I finally do now💪thank you sir🎉🎉

[damaclyne]

Thanks 😊 sooo much 😩🙏☺️🤗how come ur not popular ur doing a great job 😍✨💝 that was helpful I will recommend it to my classmates 😍💯

[VIC]

I got (4x - 10) (x² + 3x) + (30x - 1)
Quotient = 4x - 10
Remainder = 30x - 1

[abbasabdullahi]

What’s the final answer of number 4 pls

[amadukeita]

I don't understand how we got Ox²