Team	PCT	FG%	Opp 3 Pt%	Opp TO
Atlanta	0.265	0.435	0.346	13.206
Boston	0.471	0.449	0.369	16.176
Chicago	0.313	0.417	0.372	15.031
Cleveland	0.303	0.438	0.345	12.515
Dallas	0.581	0.439	0.332	15
Denver	0.606	0.431	0.366	17.818
Detroit	0.606	0.423	0.262	15.788
Golden State	0.452	0.445	0.384	14.29
Houston	0.548	0.426	0.324	13.161
Indiana	0.706	0.428	0.317	15.647
L.A. Clippers	0.464	0.424	0.326	14.357
L.A. Lakers	0.724	0.465	0.323	16
Memphis	0.485	0.432	0.358	17.848
Miami	0.424	0.41	0.369	14.97
Milwaukee	0.5	0.438	0.349	14.75
Minnesota	0.677	0.473	0.348	13.839
New Jersey	0.563	0.435	0.338	17.063
New Orleans	0.636	0.421	0.33	16.909
New York	0.412	0.442	0.33	13.588
Orlando	0.242	0.417	0.36	14.242
Philadelphia	0.438	0.428	0.364	16.938
Phoenix	0.364	0.438	0.326	16.515
Portland	0.484	0.447	0.367	12.548
Sacramento	0.724	0.466	0.327	15.207
San Antonio	0.688	0.429	0.293	15.344
Seattle	0.533	0.436	0.35	16.767
Toronto	0.516	0.424	0.314	14.129
Utah	0.531	0.456	0.368	15.469
Washington	0.3	0.411	0.341	16.133

1. Regress the proportion of games won on the proportion of field goals made by the team (FG%), the proportions of three-point shots made the teams opponent *(Opp 3 PT%). And the number of turnovers committed by the teams opponent (Opp TO). Explain each of the coefficients and comment on the statistical significance for each coefficient at 5% level of significance. Use the F-test to determine the overall significance the relationship. Use the t-test to determine the significance of each independent variable.

2. Estimate the proportion of games won for team with the following values for the three Independent variables. the proportion of field goals made by the team (FG%)= 0.45, the proportions of three-point shots made the teams opponent *(Opp 3 PT%)= 0.34 and the number of turnovers committed by the teams opponent (Opp TO)= 17.

3. Check Gauss Markov Assumptions.