3a(a+b+c) _2b(a_b+c) from 4c ( _a +b+c)
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Answered by
19
Answer:
3a (a + b + c) − 2b (a − b + c)
= 3a2 +3ab + 3ac − 2ba + 2b2 − 2bc
= 3a2 + 2b2 + ab + 3ac − 2bc 4c (− a + b + c)
= − 4ac + 4bc + 4c2 Subtracting these expressions, we obtain
Therefore,
The result is −3a2 −2b2 + 4c2 − ab + 6bc − 7ac.
Answered by
4
[HeY Mate]
Answer:
=> 3a (a + b + c) − 2b (a − b + c)
= 3a2 +3ab + 3ac − 2ba + 2b2 − 2bc
= 3a2 + 2b2 + ab + 3ac − 2bc 4c (− a + b + c)
= − 4ac + 4bc + 4c2
Subtracting these expressions,
Hence,
The result is −3a2 −2b2 + 4c2 − ab + 6bc − 7ac.
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