Question

factorize 25x^2_10x+136z^2​

Answer 1

Step-by-step explanation:

Given : 25x2−10x+1−36y2

We can further write the given question as 

25x2−10x+1−36y2=(25x2−10x+1)−36y2

So we get

25x2−10x+1−36y2=[(5x)2−2×5x×1+12]−(6y)2

25x2−10x+1−36y2=(5x−1)2−(6y)2

Based on the equation a2−b2=(a+b)(a−b)

We get,

25x2−10x+1−36y2=(5x−1+6y)(5x−1−6y)