Total labor income equals the real wage times the amount of labor hired: W x L = WI. Labor's share of income is thus divided by output Y: WL WL PY Y Suppose that labor's share of total income is approximately constant over time, as Figure 3-5 in the text shows has been true of the U.S. If labor's share of income is approximately constant, the real wage O systematically diverges from labor productivity. O is inversely related to labor productivity. O closely tracks labor productivity. is unrelated to labor productivity.
Total labor income equals the real wage times the amount of labor hired: W x L = WI. Labor's share of income is thus divided by output Y: WL WL PY Y Suppose that labor's share of total income is approximately constant over time, as Figure 3-5 in the text shows has been true of the U.S. If labor's share of income is approximately constant, the real wage O systematically diverges from labor productivity. O is inversely related to labor productivity. O closely tracks labor productivity. is unrelated to labor productivity.
Chapter1: Making Economics Decisions
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Transcribed Image Text:Total labor income equals the real wage times the amount of labor hired:
W x L = WI. Labor's share of income is thus divided by output Y:
WL
P
Y
=
WL
PY
Suppose that labor's share of total income is approximately constant over time, as
Figure 3-5 in the text shows has been true of the U.S.
If labor's share of income is approximately constant, the real wage
systematically diverges from labor productivity.
is inversely related to labor productivity.
O closely tracks labor productivity.
is unrelated to labor productivity.
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