G H. K GDP 7. Explain how the above graph illustrates the built-in stability of a progressive tax structure. The graph illustrates, when GDP expands, tax revenues ( increase, decrease ) which (increases, reduces ) aggregate demand (AD). When GDP declines, net taxes are ( positive, negative ), then, which will (add to, subtract from) aggregate demand. If the full-employment GDP for the above economy is at J, the cyclically-adjusted budget will have a ( surplus, deficit), and if it is at L, the cyclically-adjusted budget will have a ( surplus, deficit). The degree of built-in stability in the above economy could be increased by changing the tax system so that the tax line has a (higher, lower ) slope. Government purchase (G) and tax revenues (T)

ENGR.ECONOMIC ANALYSIS
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Chapter1: Making Economics Decisions
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**Transcription for Educational Website:**

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**7. Explain how the above graph illustrates the built-in stability of a progressive tax structure.**

The graph illustrates that when GDP expands, tax revenues (increase), which (reduces) aggregate demand (AD). When GDP declines, net taxes are (negative), which will (add to) aggregate demand.

The graph features two intersecting lines. The x-axis represents GDP, while the y-axis represents government purchases (G) and tax revenues (T). The upward-sloping line labeled 'T' shows tax revenues increasing with higher GDP. The horizontal line labeled 'G' represents constant government purchases.

Key points marked on the GDP axis are H, J, K, and L. If the full-employment GDP for the above economy is at J, the cyclically-adjusted budget will have a (surplus), and if it is at L, the cyclically-adjusted budget will have a (deficit). The degree of built-in stability in the above economy could be increased by changing the tax system so that the tax line has a (higher) slope.
Transcribed Image Text:**Transcription for Educational Website:** --- **7. Explain how the above graph illustrates the built-in stability of a progressive tax structure.** The graph illustrates that when GDP expands, tax revenues (increase), which (reduces) aggregate demand (AD). When GDP declines, net taxes are (negative), which will (add to) aggregate demand. The graph features two intersecting lines. The x-axis represents GDP, while the y-axis represents government purchases (G) and tax revenues (T). The upward-sloping line labeled 'T' shows tax revenues increasing with higher GDP. The horizontal line labeled 'G' represents constant government purchases. Key points marked on the GDP axis are H, J, K, and L. If the full-employment GDP for the above economy is at J, the cyclically-adjusted budget will have a (surplus), and if it is at L, the cyclically-adjusted budget will have a (deficit). The degree of built-in stability in the above economy could be increased by changing the tax system so that the tax line has a (higher) slope.
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