find their factorisation
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3a2+4ab+b2−2ac−c2
= 4a2+4ab+b2−a2−2ac−c2
= (2a+b)2−(a+c)2= (2a+b+a+c).(2a+b−a−c) [Since A2−B2=(A−B).(A+B)]
= (3a+b+c).(a+b−c)
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3a2+4ab+b2−2ac−c2
= 4a2+4ab+b2−a2−2ac−c2
= (2a+b)2−(a+c)2= (2a+b+a+c).(2a+b−a−c) [Since A2−B2=(A−B).(A+B)]
= (3a+b+c).(a+b−c)
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amish90:
4a2 kaha se aa rha hai
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