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Find the antiderivative. Then use the antiderivative to evaluate the definite integral. (A) (2x+2y+4)dx 2 (B) (2x+2y+4)dx (A) (2x+2y+4)dx = x + 2xy +

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Find the antiderivative. Then use the antiderivative to evaluate the definite integral. (A) (2x+2y+4)dx 2 (B) (2x+2y+4)dx (A) (2x+2y+4)dx = x + 2xy + 4x + E(y) (Use C(x) to represent the arbitrary function of x or E(y) to represent the arbitrary function of y.) 2 S (B) (2x+2y+4)dx = - 4

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