divide 8a^2 - b^2 - c^2 - 6abc by 2a - b - c
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2
Answer:
8 (a
2
bc+ab
2
c+abc
2
)
=2×3×5[(a×a×b×c)+(a×b×b×c)+(a×b×c×c)]
=2×3×5×a×b×c(a+b+c)
Thus 30(a
2
bc+ab
2
c+abc
2
)÷6abc
=
2×3×abc
2×3×5×abc(a+b+c)
=5(a+b+c)
Alternatively 30(a
2
bc+ab
2
c+abc
2
)÷6abc
=
6abc
30a
2
bc
+
6abc
30ab
2
c
+
6abc
30abc
2
=5a+5b+5c
=5(a+b+c)
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