Which of the following could serve as an algebraic representation of a net export function of the usual shape? In each, X denotes net exports, Y denotes^{GDP, and}^EP^/^Pw ^{denotes the real exchange}^rat^e. A)$ \mathrm{X}=-600-0.11 \mathrm{Y}-120 \mathrm{EP} \mathrm{P}_{\mathrm{W}} $ B)$ \mathrm{X}=600-0.11 \mathrm{Y}-120 \mathrm{EP} / \mathrm{P}_{\mathrm{W}} $ C)$ \mathrm{X}=600+0.11 \mathrm{Y}-120 \mathrm{EP} / \mathrm{P}_{\mathrm{W}} $ D)$ \mathrm{X}=600+0.11 \mathrm{Y}+120 \mathrm{EP} / \mathrm{P}_{\mathrm{W}} $ E)$ \mathrm{x}=600-0.11 \mathrm{Y}+120 \mathrm{EP} / \mathrm{P}_{\mathrm{W}} $

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The Answer of Which of the following could serve as an algebraic representation of a net export function of the usual shape? In each, X denotes net exports, Y denotes^{GDP, and}^EP^/^Pw ^{denotes the real exchange}^rat^e. A)$ \mathrm{X}=-600-0.11 \mathrm{Y}-120 \mathrm{EP} \mathrm{P}_{\mathrm{W}} $ B)$ \mathrm{X}=600-0.11 \mathrm{Y}-120 \mathrm{EP} / \mathrm{P}_{\mathrm{W}} $ C)$ \mathrm{X}=600+0.11 \mathrm{Y}-120 \mathrm{EP} / \mathrm{P}_{\mathrm{W}} $ D)$ \mathrm{X}=600+0.11 \mathrm{Y}+120 \mathrm{EP} / \mathrm{P}_{\mathrm{W}} $ E)$ \mathrm{x}=600-0.11 \mathrm{Y}+120 \mathrm{EP} / \mathrm{P}_{\mathrm{W}} $

Which of the Following Could Serve as an Algebraic Representation X=−600−0.11Y−120EPPW \mathrm{X}=-600-0.11 \mathrm{Y}-120 \mathrm{EP} \mathrm{P}_{\mathrm{W}} X=−600−0.11Y−120EPPW​

Which of the Following Could Serve as an Algebraic Representation $\mathrm{X}=-600-0.11 \mathrm{Y}-120 \mathrm{EP} \mathrm{P}_{\mathrm{W}}$