# Fund Yield by Asset Class## Small Cap| Fund | Yield (%) ||--------------------------------------|-----------|| Explorer Value | 2.44 || Small-Cap Value Index Admiral | 2.46 || Small-Cap Index Admiral Shares | 1.49 || Strategic Small-Cap Equity | 2.37 || Explorer | 0.17 || Small-Cap Growth Index Admiral | 0.21 || Explorer Value | 2.46 || Small-Cap ETF | 1.44 |## Mid Cap| Fund | Yield (%) ||------------------------------------------|-----------|| Capital Value | 0.96 || Mid-Cap Value Index Admiral | 2.57 || Extended Market Index Admiral Shares | 1.22 || Mid-Cap Index Admiral Shares | 1.52 || Mid-Cap Growth | 1.24 || Capital Value | 0.32 || Strategic Equity | 1.54 || Capital Opportunity Admiral Shares | 1.79 |## Large Cap| Fund | Yield (%) ||---------------------------|-----------|| Equity Income | 3.24 || High Dividend Yield Index | 3.50 || 500 Index Admiral Shares | 2.57 || Diversified Equity | 1.23 || FTSE Social Index | 1.42 || Growth Equity | 0.27 || U.S. Growth | 0.37 || Windsor | 1.64 |This table compares the yields of various funds categorized under Small Cap, Mid Cap, and Large Cap assets. Each fund is listed alongside its current yield percentage, showcasing potential returns for investors based on asset class selection. ### Investment Fund Performance Data- **Small-Cap ETF**: 1.44- **Capital Opportunity Admiral Shares**: 1.79- **Windsor**: 1.64### Statistical Analysis- **Sum of squares for treatments**: ≈ 0.6133- **Sum of squares for error**: ≈ 20.2402#### Step 1 of 2: What are the degrees of freedom for the sum of squares for error?*This data can be used to analyze the performance variability across different investment funds and understand the error involved in statistical modeling.*

Small-Cap ETF 1.44 Capital Opportunity Admiral Shares 1.79 sum of squares for treatments 0.6133 sum of squares for error 20.2402 Step 1 of 2: What are the degrees of freedom for the sum of squares for error? Windsor 1.64

Small-Cap ETF 1.44 Capital Opportunity Admiral Shares 1.79 sum of squares for treatments 0.6133 sum of squares for error 20.2402 Step 1 of 2: What are the degrees of freedom for the sum of squares for error? Windsor 1.64

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

help
8. Find the missing number. 8.4(1.5+ 2.3)%3D 12.6 + ? [A] 8.45 [B] 25.33 [C] 14.67 [D] 19.32
Use Chi-Square Test
What is SS(within)? And how can I calculate it? For example the 14, 6.667, and the 4.667
3. M 5.3 5.6 N 3.4
Determine whether or not proportions of voters favoring the democrat candidate were the same in both states. Is first proportion (p1 ) the same as (p2)? What formula from this week notations and symbols would be applicable in the hypothesis test? Not doing hypothesis test but which formula
Lee walked 1000 steps Monday, 3000 steps Tuesday, 3000 steps Wednesday, and 1000 steps Thursday. What is Lee's average daily steps?
نقطتان )2( 1. 4 2. 0 3. 3 4. 5
Suppose Bank of America would like to investigate if the credit score and income level of an individual are independent of one another. Bank of America selected a random sample of 400 adults and asked them to report their credit score range and their income range. The following contingency table presents these results. Credit Score Class Less than 650 650-750 More than 750 Income < $50,000 29 31 23 $50,000 < Income < $100,000 5 64 42 $100,000 < Income < $150,000 55 30 31 Income 2 $150,000 28 33 29 The expected number of individuals with income between $50,000 and $100,000 and a credit score less than 650 is