Factor out the GCF from the given polynomial.
\[
27 x-3
\]
\[
27 x-3=\square
\]
\(\boxed{3(9x - 1)}\) is the factored form of the polynomial \(27x - 3\).
Step 1 :Given polynomial is \(27x - 3\).
Step 2 :The coefficients of the polynomial are 27 and -3.
Step 3 :The Greatest Common Factor (GCF) of 27 and -3 is 3.
Step 4 :Factor out the GCF from the polynomial: \(27x - 3 = 3(9x - 1)\).
Step 5 :\(\boxed{3(9x - 1)}\) is the factored form of the polynomial \(27x - 3\).