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The differential form of an equation is given: \frac{d y}{d x}=\frac{4.3 \cdot \sin (2 . x)}{4 . \cos (3.4 . y)} which of the following is the correct integrated form

of the equation? All decimals have been given to 2 significant figures. -1.2 \cdot \sin (3.4 \cdot y)=-2.2 \cdot \cos (2 \cdot x)+C \bigcirc-1.2 \cdot \cos (3.4 \cdot y)=2.2 \cdot \sin (2 \cdot x)+C -1.2 \cdot \sin (3.4 \cdot y)=2.2 \cdot \cos (2 \cdot x)+C 1.2 \cdot \sin (3.4 \cdot y)=2.2 \cdot \cos (2 \cdot x)+C

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