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1.b. Equation forecast using slope and intercept function estimates
Slope = 3.485596; Intercept = -6757.9
Y = 3.485597 * 2020 -6757.9
Y = 283.00
The forecast is that there will be 283 million cars and trucks in the U.S. in 2020
1.e. Predict with there were zero vehicles
0 = 3.485597 * X -6757.9
6757.9 = 3.485597 * X
6757.9/ 3.485597 = X
1.e. Predict with there were zero vehicles
0 = 3.485597 * X -6757.9
6757.9 = 3.485597 * X
6757.9/ 3.485597 = X
1938.8
1.f. Add historical information
Ransom E. Olds began mass producing in 1902; Henry Ford started in 1914.
The model predicted miserably.
Apparently something fundamental changed between the early 1900s and 1970 to make automobile purchase easier.
1.h. Forecast number of cars and trucks in 2050
Y = 3.485597 * 2050 -6757.9
Y =387.57
The forecast is that there will be over 388 million cars and trucks in the U.S. in 2050
2.b 2010 coal consumption, equation method
Slope = .299633; intercept = -577.68
Y = .299633 * 2010 -577.68
Y = 24.582
2.c. Prediction when consumption equals 30 quads
30 = 0.299633 * X -577.68
607.68 = .328625 * X
607.68/ .299633 = X
2028 = X