If $$\frac{{m - 3{a^3}}}{{{b^3} + {c^3}}}$$ $$+$$ $$\frac{{m - 3{b^3}}}{{{c^3} + {a^3}}}$$ $$+$$ $$\frac{{m - 3{c^3}}}{{{a^3} + {b^3}}}$$ = 9, then the value of m is? Options: A . &nbsp$${a^2} + {b^2} + {c^2}$$ B . &nbsp$${\text{2}}{a^2} + 2{b^2} + 2{c^2}$$ C . &nbsp$${\text{3}}{a^2} + 3{b^2} + 3{c^2}$$ D . &nbsp2

If $$\frac{{m - 3{a^3}}}{{{b^3} + {c^3}}}$$ $$+$$ $$\frac{{m

Question

If $$\frac{{m - 3{a^3}}}{{{b^3} + {c^3}}}$$ $$+$$ $$\frac{{m - 3{b^3}}}{{{c^3} + {a^3}}}$$ $$+$$ $$\frac{{m - 3{c^3}}}{{{a^3} + {b^3}}}$$ = 9, then the value of m is?

Options:

A . $${a^2} + {b^2} + {c^2}$$

B . $${\text{2}}{a^2} + 2{b^2} + 2{c^2}$$

C . $${\text{3}}{a^2} + 3{b^2} + 3{c^2}$$

D . 2

Answer: Option C

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