428 93

Therefore we use the folowing formula to derive the price index: 28.856 30.814 1.053 14.969 0.1067591 307.59 34.037 1.058 16.106 0.1068197 312.417 36.256 1.0643 17.616 0.1605023 317.36 38.395 1.0691 18.757 0.120980193 329.964 40.985 1.068 21.158 0.12421052 341.032 4.39 1.0754 2.964 0.130163738 341.179 46.853 1.0905 24.123 0.137326741 349.045 51.27 1.0921 27.09 0.14686505 357.267 57.323 1.085 31.4 0.16048628 372.979 64.46 1.089 38.674 0.17284083 402.565 76.242 1.1071 47.19 0.18939053 393.59 8.949 1.147 52.197 0.25987 386.71 108.923 1.1439 58.383 0.28165848 397.25 129.328 1.143 64.97 0.32578702 396.143 146.204 1.1273 74.595 0.369068745 41.909 167.515 1.1247 85.7 0.40679631 426.915 197.906 1.129 98.131 0.463572374 414.792 27.537 1.1378 14.923 0.54856867 408.23 249.32 1.1474 138.363 0.610749517 417.916 274.649 1.128 154.909 0.65718709 438.768 302.895 1.108 175.29 0.69030653 450.949 326.498 1.1069 198.93 0.72402424 464.316 354.291 1.1062 24.794 0.763038534 487.3 38.179 1.0987 258.304 0.796542384 513.083 428.721 1.0947 304.948 0.83578259 53.461 48.953 1.0936 358.23 0.8346169 569.719 537.279 1.0958 426.32 0.943059649 56.238 56.238 1.108 47.138 548.532 581.897 1.092 504.13 1.060825986 549.543 605.295 1.0912 517.83 1.10145157 561.346 638.4 1.0787 54.05 1.1372649 580.092 675.164 1.0805 567.157 1.163891245 Question two: 28.856 30.814 1.053 14.969 0.1067591 140.321089 307.59 34.037 1.058 16.106 0.1068197 145.5341321 312.417 36.256 1.0643 17.616 0.1605023 151.796094 317.36 38.395 1.0691 18.757 0.120980193 15.0419081 329.964 40.985 1.068 21.158 0.12421052 170.398393 341.032 4.39 1.0754 2.964 0.130163738 176.4239434 341.179 46.853 1.0905 24.123 0.137326741 175.613454 349.045 51.27 1.0921 27.09 0.14686505 183.87609 357.267 57.323 1.085 31.4 0.16048628 195.7012683 372.979 64.46 1.089 38.674 0.17284083 23.7502 402.565 76.242 1.1071 47.19 0.18939053 248.7927945 393.59 8.949 1.147 52.197 0.25987 230.9715343 386.71 108.923 1.1439 58.383 0.28165848 207.275257 397.25 129.328 1.143 64.97 0.32578702 19.523649 396.1�43 146.204 1.1273 74.595 0.369068745 202.168168 41.909 167.515 1.1247 85.7 0.40679631 210.903127 426.915 197.906 1.129 98.131 0.463572374 21.6843141 414.792 27.537 1.1378 14.923 0.54856867 209.506132 408.23 249.32 1.1474 138.363 0.610749517 26.546292 417.916 274.649 1.128 154.909 0.65718709 235.715207 438.768 302.895 1.108 175.29 0.69030653 253.9348343 450.949 326.498 1.1069 198.93 0.72402424 274.75603 464.316 354.291 1.1062 24.794 0.763038534 294.6037323 487.3 38.179 1.0987 258.304 0.796542384 324.281513 513.083 428.721 1.0947 304.948 0.83578259 364.95452 53.461 48.953 1.0936 358.23 0.8346169 405.494953 569.719 537.279 1.0958 426.32 0.943059649 452.0626034 56.238 56.238 1.108 47.138 47.138 548.532 581.897 1.092 504.13 1.060825986 475.268576 549.543 605.295 1.0912 517.83 1.10145157 470.182706 561.346 638.4 1.0787 54.05 1.1372649 478.38315 580.092 675.164 1.0805 567.157 1.163891245 487.2938108 Question 3: 28.856 30.814 1.053 14.969 0.1067591 140.321089 307.59 34.037 1.058 16.106 0.1068197 145.5341321 0.03742362 312.417 36.256 1.0643 17.616 0.1605023 151.796094 0.048630284 317.36 38.395 1.0691 18.757 0.120980193 15.0419081 0.042483148 329.964 40.985 1.068 21.158 0.12421052 170.398393 0.026701286 341.032 4.39 1.0754 2.964 0.130163738 176.4239434 0.04792845 341.179 46.853 1.0905 24.123 0.137326741 175.613454 0.05030704 349.045 51.27 1.0921 27.09 0.14686505 183.87609 0.069613275 357.267 57.323 1.085 31.4 0.16048628 195.7012683 0.0923063 372.979 64.46 1.089 38.674 0.17284083 23.7502 0.07234703 402.565 76.242 1.1071 47.19 0.18939053 248.7927945 0.0957512 393.59 8.949 1.147 52.197 0.25987 230.9715343 0.193242784 386.71 108.923 1.1439 58.383 0.28165848 207.275257 0.246370347 397.25 129.328 1.143 64.97 0.32578702 19.523649 0.15904079 396.143 146.204 1.1273 74.595 0.369068745 202.168168 0.13576 41.909 167.515 1.1247 85.7 0.40679631 210.903127 0.10190753 426.915 197.906 1.129 98.131 0.463572374 21.6843141 0.139895728 414.792 27.537 1.1378 14.923 0.54856867 209.506132 0.18325189 408.23 249.32 1.1474 138.363 0.610749517 26.546�292 0.1375027 417.916 274.649 1.128 154.909 0.65718709 235.715207 0.07603746 438.768 302.895 1.108 175.29 0.69030653 253.9348343 0.050432462 450.949 326.498 1.1069 198.93 0.72402424 274.75603 0.04807874 464.316 354.291 1.1062 24.794 0.763038534 294.6037323 0.05385365 487.3 38.179 1.0987 258.304 0.796542384 324.281513 0.043908464 513.083 428.721 1.0947 304.948 0.83578259 364.95452 0.0490652 53.461 48.953 1.0936 358.23 0.8346169 405.494953 0.057287165 569.719 537.279 1.0958 426.32 0.943059649 452.0626034 0.06747839 56.238 56.238 1.108 47.138 47.138 0.060378314 548.532 581.897 1.092 504.13 1.060825986 475.268576 0.060825986 549.543 605.295 1.0912 517.83 1.10145157 470.182706 0.03829618 561.346 638.4 1.0787 54.05 1.1372649 478.38315 0.03251618 580.092 675.164 1.0805 567.157 1.163891245 487.2938108 0.0234176 The above table sumarizes the rate of inflation, we canot derive the rate of inflation for the year 1963 due to the fact that we ned the price index for the year 1962 which is not provided by our data. Question 4: 28.856 30.814 1.053 14.969 0.1067591 140.321089 307.59 34.037 1.058 16.106 0.1068197 145.5341321 0.03742362 1.0205763 312.417 36.256 1.0643 17.616 0.1605023 151.796094 0.048630284 1.015697 317.36 38.395 1.0691 18.757 0.120980193 15.0419081 0.042483148 1.026169 329.964 40.985 1.068 21.158 0.12421052 170.398393 0.026701286 1.0412987 341.032 4.39 1.0754 2.964 0.130163738 176.4239434 0.04792845 1.0274715 341.179 46.853 1.0905 24.123 0.137326741 175.613454 0.05030704 1.0354693 349.045 51.27 1.0921 27.09 0.14686505 183.87609 0.069613275 1.024867 357.267 57.323 1.085 31.4 0.16048628 195.7012683 0.0923063 0.961694 372.979 64.46 1.089 38.674 0.17284083 23.7502 0.07234703 1.017653 402.565 76.242 1.1071 47.19 0.18939053 248.7927945 0.0957512 1.013489 393.59 8.949 1.147 52.197 0.25987 230.9715343 0.193242784 0.954572 386.71 108.923 1.1439 58.383 0.28165848 207.275257 0.246370347 0.8975297 397.25 129.328 1.143 64.97 0.32578702 19.523649 0.15904079 0.983959 396.143 146.204 1.1273 74.595 0.369068745 202.168168 0.13576� 0.93723 41.909 167.515 1.1247 85.7 0.40679631 210.903127 0.10190753 1.027925 426.915 197.906 1.129 98.131 0.463572374 21.6843141 0.139895728 0.9043 414.792 27.537 1.1378 14.923 0.54856867 209.506132 0.18325189 0.954748 408.23 249.32 1.1474 138.363 0.610749517 26.546292 0.1375027 1.034025 417.916 274.649 1.128 154.909 0.65718709 235.715207 0.07603746 1.052763 438.768 302.895 1.108 175.29 0.69030653 253.9348343 0.050432462 1.0575675 450.949 326.498 1.1069 198.93 0.72402424 274.75603 0.04807874 1.0580921 464.316 354.291 1.1062 24.794 0.763038534 294.6037323 0.05385365 1.0523146 487.3 38.179 1.0987 258.304 0.796542384 324.281513 0.043908464 1.0547915 513.083 428.721 1.0947 304.948 0.83578259 364.95452 0.0490652 1.045693 53.461 48.953 1.0936 358.23 0.8346169 405.494953 0.057287165 1.0363128 569.719 537.279 1.0958 426.32 0.943059649 452.0626034 0.06747839 1.0283217 56.238 56.238 1.108 47.138 47.138 0.060378314 1.0504217 548.532 581.897 1.092 504.13 1.060825986 475.268576 0.060825986 1.038374 549.543 605.295 1.0912 517.83 1.10145157 470.182706 0.03829618 1.0529038 561.346 638.4 1.0787 54.05 1.1372649 478.38315 0.03251618 1.0461839 580.092 675.164 1.0805 567.157 1.163891245 487.2938108 0.0234176 1.05708 145.5341 1.020576 -129.289 -0.012 0.15314 1.431E-06 16715.58 151.796 1.01567 -123.026 -0.061 0.751434 3.7307E-05 15135.46 15.0419 1.02617 -19.781 0.04839 -0.57965 2.3418E-05 14347.48 170.398 1.04129 -104.483 0.019521 -2.03962 0.038107 10916.7 176.4239 1.027472 -98.3989 0.05694 -0.56027 3.2421E-05 9682.347 175.613 1.035469 -9.1615 0.013692 -1.35769 0.018746 983.06 183.8767 1.02487 -90.9462 0.0709 -0.0649 5.0282E-07 8271.21 195.7013 0.96169 -79.1216 -0.02561 2.02616 0.06578 6260.26 23.75 1.01765 -51.0679 -0.0101 0.51308 0.01025 2607.926 248.7928 1.01349 -26.0301 -0.01043 0.271461 0.010876 67.5643 230.9715 0.95457 -43.8513 -0.06732 2.952089 0.0453204 192.939 207.275 0.89753 -67.5453 -0.12425 8.392371 0.01543756 4562.372 19.524 0.98396 -75.2705 -0.038 2.512658 0.01434 565.647 202.168 0.9372 -72.706 -0.02806 2.03979 0.07871 5�286.169 210.9031 1.02792 -63.9197 0.01015 -0.06487 1.029E-06 4085.734 21.6843 0.904 -63.1385 -0.0317 2.06124 0.01095 3986.476 209.506 0.95475 -65.32 -0.0673 4.396371 0.0452967 426.96 26.5462 1.034025 -48.276 0.01247 -0.59126 0.015 230.63 235.7152 1.05276 -39.1076 0.030989 -1.2189 0.096029 1529.407 253.9348 1.057568 -20.8 0.03579 -0.74758 0.0128092 436.3096 274.756 1.058092 -0.0686 0.036314 -0.0243 0.0131874 0.047 294.6037 1.052315 19.78087 0.030537 0.604049 0.093251 391.2829 324.2816 1.054792 49.45869 0.03014 1.632825 0.010892 246.162 364.954 1.045693 90.13159 0.023916 2.1562 0.057196 8123.703 405.495 1.036313 130.6721 0.014535 1.89346 0.02127 17075.21 452.0626 1.02832 17.2397 0.0654 1.159862 4.2824E-05 31413.93 47.138 1.05042 202.3151 0.02864 5.795126 0.082048 40931.42 475.269 1.038374 20.404 0.016596 3.325982 0.02754 40161.76 470.1823 1.052904 195.3594 0.03126 6.080794 0.09684 38165.3 478.383 1.046184 203.565 0.02406 4.96827 0.059567 41438.89 487.2938 1.057089 212.471 0.03531 7.502603 0.012468 45143.91 8519.509 31.6751 6.6E-16 53.91976 0.0394054 39381.7 274.829 1.02178 B 53.91976/0.0394054 B 1368.3275 A -123.308961 RM4t - 123.308961 1368.3275 RINTL Question 6: RM4t - 123.308961 1368.3275 RINTL The folowing model has a constant and a slope value, from the model it is evident that if we hold al other factors constant and let the value of RINTL to be zero then the value of RM4 wil be - 123.308961, also if we hold al other factors constant and increase RINTL by one unit then RM$ wil increase by 1368 units. Question 7: RM4t - 534.6 267.9 RINTL 1.24 RDTE This model means that if we hold al factors constant and that the value of b1 and b2 are zero then the value of RM4 wil be -534.6, if we hold al factors constant and increase the value of RINTL by one unit then RM4 wil increase by 267.9 units, finaly if we hold al other factors constant and increase RDTE by one unit then the level of RM4 wil increase by 1.24 units.Statistical significance of the data shows the folowing results: Nul hypothesis H0: a 0, alternative hyp�othesis Ha: a 0. For b1 we state the nul hypothesis as H0: b1 0 and the alternative hypothesis as Ha: b1 0, For b2 we state the nul hypothesis as H0: b2 0 and the alternative hypothesis as Ha: b2 0. For b1 we state the nul hypothesis as H0: b1 0 and the alternative hypothesis as Ha: b1 0, For b2 we state the nul hypothesis as H0: b2 0 and the alternative hypothesis as Ha: b2 0. 428 93
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