If p(x) = x2−3√3x+1, then the value of p(3√3) is 0.
0
3√3
Substituting 3√3 for x in p(x), we get
(3√3)2 - 3√3(3√3)+1
= 27 -27 + 1
= 0 + 1
= 1 Thus, the given statement is false.
If p(x) = x2−3√3x+1 then the value of p(3√3) is 0.
If p(x)=x2−3√3x+1, then the value of p(3√3) is 0.
if p(x) = x2−3√3x+1 then the value of p(3√3) is 0.