Show your workIs there a correlation between the amount of CO2 emissions in USA and the amount of CO2emissions in other countries? To investigate that question researchers recorded the averageamount of CO2 emissions (in metric tons) in the USA and in other countries over 12 years.3.3 3.3 3.5 3.7 3.7 3.8 4.5 4.6 4.7 4.7 519.6 19.0 19.5 19.2 17.5520 19.6 19.418.519.216.316.4XyCO2 Emissions in Other Countries(metric tons)250CO2 Emissions Per Person inOther Countries vs USA1234CO2 Emissions in USA (metric tons)Note: x = 4.15, Sx = 0.66, y=18.68, sy = 1.2656(a) The sample correlation coefficient r=-0.802. Is there a correlation between the CO2emissions in USA and the CO2 emissions in other countries? Justify your answersusing statistical concepts. If there is a correlation, is it positive or negative?(b) Find the equation of the least squares regression line: y = a + bx.Round a and b to 1 decimal place. Preview FileExtraCreditChapte...Exthe che anourt of Dissione in USA and the amount of DDEinteles? To investigate that question reencher second theCC je makina in the USA and in her12 years44 TAP TITATAN 162 163 MA333338373734K-415-PRL-The Co2.the reason y1Piper peinther countries the vage-cocond by the of2dalolateEdit View Go Tools Window Help6789FExtraCreditChapter4OERFall2022-3.pdf (page 2 of 2)NOVLO5(c) Predict the average CO2 emission per person in other countries if the average CO2emission per person in USA is 4 metric tons. Round your final answer to onedecimal place.(d) Graph the least-squares regression line on the scatter diagram provided above. Givethe coordinates (x,y) of the two points you are using to graph the line.(e) If appropriate, interpret the y-intercept of the least-squares regression line in the contextof the problem.(f) Interpret the slope of the least-squares regression line in the context of the problem.(g) What percentage of the variation in the average emission of CO2 per person in othercountries can be explained by the average emission of CO2 per person in the USA?TPtvSSearchW90%Sat 2:12 AMhot.26 PMhot.47 AMhot39 PMhotAMhotAMhotPM\\.pdfScreen ShotScreen Shot2021-03...5.53 AMScreen Shot2021-05...57.01 PMScreen Shot2021-07...1 PMScreen Shot2021-07...0 PM ChotScreen Shot.35 AM 2021-09...9.23 PM

As per our guidelines I can solve only first three subparts. Kindly post the remaining subparts again and mention them.Given that, the correlation coefficient between CO2 emissions in USA and CO2 emissions in other countries is -0.802 . The sign of the correlation coefficient is negative so there is a negative correlation between CO2 emissions in USA and CO2 emissions in other countries. That means at the CO2 emissions in USA increases the CO2 emissions in other countries decreases. Regression equation is given by, y= a+b*x here independent variable (X) is the CO2 emissions in USA . And dependent variable (Y) is the CO2 emissions in other countries. b= r*sy/sx =-0.802*1.26/0.66 b= 1.531 b= 1.5 a= ȳ-b*x̄ = 18.68-1.5*4.15 a= 12.455 a= 12.5 Regression equation: y= 12.5+ 1.5*xIf x̄= 4 then ȳ= a+b*x̄ = 12.5+1.5*4 =18.5 The predicted CO2 emissions per person in other countries is 18.5 .