Source500100.850.0000ModelResidualTotalincomeCoef. Std. Err.t P>|t|[95% Conf. Interval]female-0.70 0.483-142.792167.6483hours-37.5719 53.5540318.79374 1.345669302.975 47.6529513.97 0.00016.1498421.43765_cons6.36 0.000209.349396.6011Where income is weekly income in NZ$, female is equal to 1 is the person is female (and 0 otherwise) and hours is weekly working hours.Consider person A. She is a women, works 40 hour per week and earns 1300 NZ$ per week. What is her residual?Only state the number (e.g. do not add NZ$ or $).SS71007499.5174967111245974611dfMS2 35503749.8497 352046.502499 492935.092Number of obsF(2, 497)Prob > F|| || ||=

Answered: Image /qna-images/answer/994995ca-8f56-4946-be4f-b733acf8be23.jpg

Answered: Source df MS 500 100.85 Model 2…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Can you please check my work
Proposed regression line: y ̂=5.4+(2.6)x n=4 Sum of squared deviations: ∑(??−?ℎ???)2∑(yi−yhati)2 = 25.2 Sums of squares: ∑(??−????????)2∑(yi−averagey)2 = 59 ∑?2?−?(????????)2∑xi2−n(averagex)2 = 5 Questions: (Enter answers rounded to one decimal place. If appropriate, include a zero before the decimal point) 1. What is ???Syx? 2. What is ??1Sb1? 3. What is SST? 4. What is SSE? 5. What is ?2R2?
Based on the frequency polygon above, what could be the initial lower bound interval? * Test Scores 45 40 35 30 25 20 15 10 44.5 54.5 64.5 74.5 84.5 94.5 104.5 Scores Frequency
Pls help ASAP ASAP.
- PG Campus B Assessment 2 - MM207X Course X -pace.com/d2l/le/content/62284/viewContent/5264566/View Maps ne Left:1:47:37 Alexus Bloom: Attempt 1 The table below shows annual salary, s, rounded to the nearest dollar for 70 workers. What is the cumulative relative frequency for workers making less than or equal to 20000? Round your answer to 2 decimal places. Salary, s, in dollars Frequency 14000 < s < 33 16000 16000 < s < 18000 18000 < s < 20000 20000 < s s 22000 19 12 0.91 0.74 0.47 99+ 6)
I need working for this to double check.
Source Value Std Err P value Intercept 26272.327 674.907 38.927 <0.0001 BA 35451.244 580.632 61.056 <0.0001 Female -17064.762 495.537 -34.437 <0.0001 FemalexBA -10509.614 824.520 -12.746 <0.0001 Age 533.753 14.074 37.925 <0.0001 Hours -1.698 0.878 -1.934 0.061 In an attempt to evaluate the difference in the impact of a degree on income by gender a researcher filters their data down to just individuals with a High School Diploma or a Bachelors Degree and gets the results shown above. a. How much does a Bachelors Degree increase the income for a woman? b. How much is the difference in the impact of a Bachelors Degree for women compared with men? c. What would the income be for a 52 year old male with a Bachelors Degree, who works an average of 50 hours a week?
Blood Test Measure (x) Age in Years (y) -15.49 78.2 -11.04 51.3 -13.62 70.1 -7.79 7.6 -14.84 77.9 -8.3 20.1 -9.83 24.4 -15.12 65.7 -13.31 55 -14.66 72.5 -15.77 63 -15 64.7 -10.45 38.7 -7.68 26.1 -15.93 76.2 -6.06 17.3 -16.82 77.6 -16.74 68.1 -14.83 80.5 -8.82 27.7 -9.72 32.2 -15.54 79.9 -7.5 14.3 -6.55 15.4 -12.21 56.8 -10.57 51.4 -11.12 42.3 -5.92 5 -8.03 18.5 -7.72 23 -5.04 2.9 -5.98 4.8 -8.06 10.1 -9.55 39.9 -6.14 11.1 -15.3 81.4 -9.55 20.3 -13.03 52.1 -6.42 7.7 -11.92 59.8 -6.8 22.3 -13.38 53.4 -12.92 64.8 -15.49 72.2 -12.97 66.1 -12.53 39 -12.22 65 -9.6 29 -11.42 24.6 -16.3 88.6 -10.16 46.2 -15.13 66.9 -10.42 23.8 -8.94 22.3 -6.76 16.7 -5.13 1.7 -13.74 64.1 -15.41 62.7 -9.8 27.3 -8 32.8 -9.43 25.4 -13.14 52.9 -15.58 62.9 -6.85 3.3 -8.11 27.2 -15.89 78.7 -14.95 59 -11.92 58 -7.56 31.7 -14.65 77.1 -16.08 80.9 -10.8 55.5 -15.83 48.8…
The table below shows the summary statistics of the sales ($) made by company ABC in 2022. No. of month 12 134,562 135,000 48,997 95,000 185,000 90,000 Mean Median S.D Minimum Maximum Range The monthly profit should be adjusted by multiplying 0.88 then subtracting $30,000. Without calculating the profit for each month, find the new standard deviation of profit for 2022? (2 d.p.)
llustration 11.12. You are given the position in a factory before and after the settlement of an industrial dispute. Comment on the gains or losses from the point of the workers and that of the manage- ment. Before 2,440 45.5 After 2,359 47.5 No. of workers Mean wages Median wages Standard deviation 49.0 45.0 12.0 10.0
Mean of SAT - math score of population: 517 SD of the SAT - math score 100 I want to know the percentage of the distribution that scored above 525. (Round off to three decimal places if necessary)
Graph clearly. Write your solution clearly and readable. Thank you.

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