American Journal of Economics
p-ISSN: 2166-4951 e-ISSN: 2166-496X
2020; 10(6): 407-417
doi:10.5923/j.economics.20201006.10
Received: Aug. 10, 2020; Accepted: Sep. 12, 2020; Published: Sep. 26, 2020

Bambi Prince Dorian Rivel 1, Ying Yirong 2
1Ph.D. Researcher in Finance at Shanghai University, Shanghai, China
2Professor in College of Economics, Shanghai University, Shanghai, China
Correspondence to: Bambi Prince Dorian Rivel , Ph.D. Researcher in Finance at Shanghai University, Shanghai, China.
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Copyright © 2020 The Author(s). Published by Scientific & Academic Publishing.
This work is licensed under the Creative Commons Attribution International License (CC BY).
http://creativecommons.org/licenses/by/4.0/

The objective of this present work is to analyze the impact of monetary policy on the general prices level in the Democratic Republic of Congo over the period from 2000 to 2016. The linear regression model is the one that was used to carry out our study and the results obtained show that the monetary policy of the central bank of Congo did not achieve its objective of stabilizing prices, i.e. 95.6% of the increase in the general price level is explained by the poor monetary policy of the central bank of Congo during the period 2000 to 2016.
Keywords: Effect, Monetary policy, General Price level
Cite this paper: Bambi Prince Dorian Rivel , Ying Yirong , The Effect of Monetary Policy on the General Price Level in the Democratic Republic of Congo, American Journal of Economics, Vol. 10 No. 6, 2020, pp. 407-417. doi: 10.5923/j.economics.20201006.10.
With
the constant and
: the error term
Coefficient of independent variablesCPI = Consumer Price IndexM2 = Money supplyICP = Inflation consumer priceOER = Official exchange rateGDPgrowth = Gross domestic productIGS = Imports goods and services![]() | Figure 1. Money supply M2 from 2000 to 2016 (Source: Author World Bank) |
![]() | Figure 2. Consumer price index (2010=100) from 2000 to 2016 (Source: Author World Bank) |
![]() | Figure 3. Inflation consumer price from 2000 to 2016 (Source: Author World Bank) |
![]() | Figure 4. Official exchange rate evolution from 2000 to 2016 (Source: Author World Bank) |
![]() | Figure 5. Imports of goods and services (Source: Author World Bank) |
![]() | Figure 6. GDPGrowth Evolution from 2000 to 2016 (Source: Author World Bank) |
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0.05) the test is significant that means there is a significant relationship between the dependent variable and the independent variable - If the p-value is greater than 0.05 (p-value>0.05) the test is not significant which means there is not a relationship between the variablesSo for our case here we can observe in our table 2 there are three positive correlations between CPI and OER, IGS and GDPGrowth and two negative correlations between CPI and M2 and ICP.By continuing to argument OER and IGS are positively correlated and significant at the 0.01 level. Which means that OER and IGS contribute respectively at 9.75% and 7.38% on CPI. The GDPGrowth is positively correlated and significant at the threshold of 0.05 this implies that the GDPGrowth contributes at 6.64% in the CPI in DR Congo.The M2 and ICP as for them they have an inverse relationship which mean the more M2 and ICP increase ICP decreases.Let’s continue to look at the analysis of our regression tests in the next table call Durbin-Watson table in order to test the conformity of the factors that affect ICP in DR Congo.In the table 3 title Durbin-Watson model summary result, the multiple linear regression method was used to perform the Durbin-Watson test, which consists in verifying the error independence hypothesis. What we are going to focus the most here and to explain in the table 3 is Durbin-Watson and the 
![]() | Table 3. Durbin-Watson Result Model Summary |
as for him in its definition is the measure of the amount of variance in dependent variable that the independent variables account for when taken as a group. Its measurement is not based on how much an individual predictor or a given individual variable represents, but only when we take them all as a group, this model summary table says overall, the regression model, which is what is referred to sometimes as a model, these five (5) predictors predicting CPI that overall model account for 95.6% of the variance. And as we can see in the table 3 the amount of the
is 0.956 which is equal to 95.6, which simply means taken as a set the predictor M2, ICP, OER, IGS, and GDPGrowth account of 95.6% of the variance in CPI.
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is significant at 0.The p-value being less than 0.5 we know that the value of
is significant and greater than 0 and this means that our independent variables are capable of taking into account a significant amount of variance in CPI. So in other words, the regression model is significant.We must not forget that everything else equals any threshold is significant, when the probability, that is to say that the p value is less than 1%, we say that the model is globally significant at the threshold of 1%, when the p value is less than 5%, we say that the model is globally significant at the 5% threshold and, when the p value is less than 10%, we say that the model is globally significant at the 10% threshold.ANOVA table (test with alpha = 0.5)The regression model is globally significant and here we have F (5 and 11) for the regression and residual = 48.372, p<0.01, R square = 95.6.This is to tell us that our regression analysis is statistically significant when I take these five (5) predictors together as a group, they predict CPI significantly.Opposite to the first two summary tables of the model and ANOVA which examine the regression analysis as a whole, where the variables are taken as a whole, the table of coefficients on the other hand examines each of the predictors or variables individually. Basically we can say it is the probability of each of the variables that we used in the model to make our regression also called p-value. And what we are doing here is that we are going to look at each of our predictors and we want to zero out on it the Sig column, which are again the p-values of each of the tests. However, in this analysis, our constant has absolutely no importance. We will just focus on the five (5) p-values of M2, ICP, OER, IGS, and GDP Growth. So we will evaluate each of these tests at an alpha of 0.5 by looking at it we see that:
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