how do you factor a polynomial ?
Depends. Do you have an example?
In short, one usually uses the rational roots theorem to determine possible rational roots. the theorem can give a long list of possible roots, but that list of complete for rational roots. After those are tested, one must use other methods.
16B(4)+8B(2)+20B
Absolute factorization of a polynomial of degree 4 (quartic) or less is possible with the quartic, cubic, and quadratic pformulas.
@nikkimae , for this example, you want to factor out all common factors first. You can reduce the expression into: 4B(4B^3+2B+5)
Nex you need to factor the resulting expression. You can use the rational roots theorem for ideas here.
then you just multiply right?
?
what do you do after you have reduce the expression?
You are attempting to simply the expression into factors. YOu do not multiply after - the whole point of factoring is to "undo" the multiplying.
ohhhh okay i got it thanks :)
okay - let me know if you need anymore help - note that that expression is not the final answer.
okay
okay one question how did you exactly reduce the expression ? i have exams and i need to know this stuff
use this to simply what is inside the parenthesis, http://www.purplemath.com/modules/rtnlroot.htm
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