Average Annual Returns: 1926–2016 Investment Average Return Large-company stocks Small-company stocks Long-term corporate bonds Long-term government bonds uS. Treasury bills Inflation 12.0% 16.6 6.3...


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Average Annual Returns: 1926–2016<br>Investment<br>Average Return<br>Large-company stocks<br>Small-company stocks<br>Long-term corporate bonds<br>Long-term government bonds<br>uS. Treasury bills<br>Inflation<br>12.0%<br>16.6<br>6.3<br>6.0<br>3.4<br>3.0<br>5. Nominal versus Real Returns [LO2] What was the average<br>annual return on large-company stocks from 1926 through<br>2016:<br>a. In nominal terms?<br>b. In real terms?<br>6. Bond Returns [LO2] What is the historical real return on<br>long-term government bonds? On long-tem corporate bonds?<br>Rzr+h<br>7.4<br>EXAMPLE 7.5<br>|The Fisher Effect<br>If investors require a 10 percent real rate of return, and the inflation<br>rate is 8 percent, what must be the approximate nominal rate? The<br>exact nominal rate?<br>The nominal rate is approximately equal to the sum of the real<br>rate and the inflation rate: 10% + 8% = 18%. From the Fisher effect,<br>we have:<br>1+R = (1+r) × (1+h)<br>= 1.10 x 1.08<br>= 1.1880<br>%3D<br>Therefore, the nominal rate will actually be closer to 19 percent.<br>

Extracted text: Average Annual Returns: 1926–2016 Investment Average Return Large-company stocks Small-company stocks Long-term corporate bonds Long-term government bonds uS. Treasury bills Inflation 12.0% 16.6 6.3 6.0 3.4 3.0 5. Nominal versus Real Returns [LO2] What was the average annual return on large-company stocks from 1926 through 2016: a. In nominal terms? b. In real terms? 6. Bond Returns [LO2] What is the historical real return on long-term government bonds? On long-tem corporate bonds? Rzr+h 7.4 EXAMPLE 7.5 |The Fisher Effect If investors require a 10 percent real rate of return, and the inflation rate is 8 percent, what must be the approximate nominal rate? The exact nominal rate? The nominal rate is approximately equal to the sum of the real rate and the inflation rate: 10% + 8% = 18%. From the Fisher effect, we have: 1+R = (1+r) × (1+h) = 1.10 x 1.08 = 1.1880 %3D Therefore, the nominal rate will actually be closer to 19 percent.

Jun 10, 2022
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