Hey wassup dude! Sorry for asking but I wasn't able to go to school yesterday... Can you teach me how to Factor sum or difference of two cubes?
Sure! Come over to my house and I'll teach you factoring sum or difference of two cubes.
First of all ;the formula of factoring sum or difference of two cubes.
On factoring sum or difference of two cubes;a^3 + b^3= (a+b)(a^2-ab+b^2).
But first you need to have a list of some perfect cube and those are,
1=12=83=274=645=1256=2167=3438=512+++
Now that we have the list of perfect cubes, let's now know how to solve different problems.
b^3-64= (b-4)(b^2+4b+16)now let's find out how we answered 1 by 1
Sure! I'm literally tired talking hahaha.
As I remember that's how our teacher factored all sum or difference of two cubes. If you're a bit of confused you can ask teacher he's at the school faculty every school days, thanks for listening I hope you understand factoring cubes.
Thank you for helping me dude I could've fail our upcoming test. Maybe I can treat you some food as a thankyou?
ok let's have another example but this time with a coefficient.