4x³+11xy + 3y² = 12 where x represents the number (in thousands) of headphones demanded each week when the unit price is
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4x³+11xy + 3y² = 12 where x represents the number (in thousands) of headphones demanded each week when the unit price is
4x³+11xy + 3y² = 12 where x represents the number (in thousands) of headphones demanded each week when the unit price is y. dy Find by implicit differentiation for the given equation. dx dy dx dy_ -(12x²+11y) dx +11x + 6y none of the other answers -12x² +11+ 6y -12x² +11x + 6y dy dx 12x²+11y +11x + 6y dy dx Domain. The domain of g(x)= 50₁ 13x²-52x +39 can be written: (-∞, -9) U (-9, -3) U (-3,00) (-1, -3) U (-3,00) None of the other answers (-1, 3) U (3,00) (-9, 1) U (1,3) U (3,00) (-∞0, 3) U (3, 9) U (9, ∞0) [-1, 9) U (9,00) (-∞, -1) U (-1,00)