resolve into factors
a^2-b^2+4bc-4c^2
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Step-by-step explanation:
Given : a2−b2−4ac+4c2
We can write it as
a2−b2−4ac+4c2=a2−4ac+4c2−b2
So we get
a2−b2−4ac+4c2=a2−2×a×2x+2c2−b2
a2−b2−4ac+4c2=(a−2c)2−b2
Based on the equation a2−b2=(a+b)(a−b)
We get,
a2−b2−4ac+4c2=(a−2c+b)(a−2c−b)
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