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  • 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.
  • But how if it has a coefficient?
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