a square - b square + 2 bc - c square ...... factorize this
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can you please comment on my answer of the question
ujjwalkapoor183:
yaaa
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Answer:
a² - b² + 2 b c - c² = (a - b + c) ( a - b - c)
Step-by-step explanation:
Given,
a² - b² + 2 b c - c²
To factorize,
a² - (b²- 2 b c + c²)
Compare with a² + b² - 2 a b = ( a - b)²
a² - (b²- 2 b c + c²) = a² - (b - c)²
Now compare the resulting equation with a² - b² = ( a + b) (a - b)
On comparing we get b = ( b - c)
a² - (b - c)² = (a - b + c) ( a - b - c)
So, a² - b² + 2 b c - c² = (a - b + c) ( a - b - c)
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