Answer: The equation was broken down and the simplest form was found out to be
3a²-4a+1=0
Step-by-step explanation:
This question seeks to expand your knowledge in simple Algebraic multiplication manipulations
We will tackle this with a step by step approach
Step one
Given the expression 6a-2(a-1)
Let's open up the bracket to find out what's in for us
6a-2(a-1)= 6a*a-6a*1-2*a+2*1
=6a²-6a-2a+2
=6a²-8a+2
We can further break up this equation by Factoring out a common factor which is 2
2(3a²-4a+1)=0
2=0
Or
(3a²-4a+1)=0
