college algebra
posted by nicole .
factor 2x^250=0

2(x^225) = 0
now factor (x^225)
remember
(a^2b^2) = (ab)(a+b)
Respond to this Question
Similar Questions

college algebra
factor out the greatest factor from each polynomial 15R27 
college algebra
Factor out the greatest common factor from each polynomial 9y^2 18y + 8 
college algebra
factor each polynomial r3+27 
Using the factor Theorem
use the factor theorem to determine whether xc is a factor of f(x) f(x)=x^3+8x^218x+20; x10 I have a doubt in my answer, i determined that x10 is not a factor... am i right? 
College Algebra
IS (x2) a factor of f(x)= 9x^4+16x^3+8x^29x+2 
college algebra
factor by grouping 6x^36x^2x+1 
college algebra
let f(x) be polynomial function. explain how to use the factor theorem to check if x) is a factor of F(x) 
college algebra
x^3+4x^22x3 ; x+1 factor theorum to decide whether or not second polynomial is a factor of the first. 
college algebra
factor (x+9)(x16)=0 
College Algebra 1
Factor completely. Remember to look first for a common factor and check by multiplying. if polynomial is prime, state this. 36a^296ab54b^2 I couldn't find the right answer.