Bivariate fit

It is 0.831999 Bivariate Fit of Happiness By LifeExpectancy Happiness un 40 45 50 55 60 65 70 80 85 LifeExpectancy Bivariate Normal Ellipse P=0950 Bivariate Normal Ellipse P=0990 Bivariate Normal Ellipse P=0.950 Variable Mean Std Dev Correlation Signit. Prob Number LifeExpectancy 67.83646 11.04193 0.631999 <.0001 happiness bivariate normal ellipse p="0.990" variable mean std dev correlation signit. prob number lifeexpectancy can we conclude that being happier causes people to live longer explain. pts points weak law of large numbers in order estimate f the true fraction smokers a population alvin selects n at random. his estimator mn is obtained by dividing sn sample i.e. chooses size be smallest possible for which chebyshev inequality yields guarantee f1 e so where and o are some prespecified tolerances. determine how value recommended changes following cases. reduced half its original value. value.model: right triangle. base height modified. three different views view one displays lengths sides. two triangle graphically. logs state file. controller modify no other views.determine if items represent an example positive economics or normative economics. richest americans should pay more taxes than rest decrease supply coconut will increase price german chocolate cake good requires shavings as key ingredient higher minimum wage goods services likely bo. oo social welfare spending sweden occupies too portion national budget.>