how do I find the zeros of the ones with cubes and sqaured?
#quick question
bronze canopy
dusk hemlock
If a•b = 0, then either a or b equals zero
For example, with B, since (x^3+1)(x-17) equals 0, either (x-17) or (x^3 + 1) equals zeros, so the solutions of x-17=0 and the solutions of x^3+1 = 0 are the solutions of B
For exponents, isolate the x^a term then take the Ath root
Ex with C:
x^2 + 36 = 0
X^2 = -36
X = sqrt(-36)
X = + or - 6i (remember to do plus/minus for square roots)
bronze canopy
For exponents, isolate the x^a term then take the Ath root
Ex with C:
x^2 + 36 ...
ok thanks, but how come u didnt cube root for b?
and u did for C?