Dear students the factorization of 3x2-8x+5 is (3x-5)(x-1). We have presented the complete solution of this equation with proof.
Let’s see the complete solution:
Factorization of 3x2-8x+5
First of all we will multiply the first and last number of this equation. As per the equation these numbers are 3 and 5. Multiplication of these two numbers is 3*5=15.
Now we have to make factors of 15 in such a way that the sum of these factors remains 8.
So the factors of 15 are 3 and 5. The sum of 3 and 5 is 8 and the multiplication of 3 & 5 is 15.
Let’s see the solution:
3x2-8x+5 = 0
Let’s take the LHS (Left Hand Side)
we know that 3x2-8x+5 = 0
(3x-5)(x-1) = 0
x=1 & x=5/3
Factorization of 3×2-8x+5
= 3x2 – 3x – 5x + 5
Hence Factorization of 3×2-8x+5 are (3x-5)(x-1).
Find the zeros of polynomial quadratic x2-2x-8