; . Given , , , , , , and . If decreases to 750, then the national savings increase by ________ (in integer).
; . Given , , , , , , and . If decreases to 750, then the national savings increase by ________ (in integer).
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Y=C(Y_d)+I(r)+G+NX(ϵ); Y_d=Y-T. Given Y=5000, G=1000, T=1000, C=250+0.75Y_d, I=1000-50r, NX=500-500ϵ, and r=5. If G decreases to 750, then the national savings increase by (*in integer*).
Also written as: Y=C(Y_d)+I(r)+G+NX(epsilon); Y_d=Y-T. Given Y=5000, G=1000, T=1000, C=250+0.75Y_d, I=1000-50r, NX=500-500epsilon, and r=5. If G decreases to 750, then the national savings increase by (*in integer*).
National income accounting has come up 132 times in 6 exams since 2010.
This question is on Saving and investment identities, part of National income accounting in Macroeconomics.
The accounting links between saving, investment, the government budget and the current account.
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