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Assessment of Credit Risk Management and Financial Performance of Microfinance Banks
- Gbenga I. Olorunsola PhD, ACA, FCIB
- Taslim Ganiyu Olalekan
- Oyekunbi Olubukola Dele- Oladejo PhD
- 833-846
- Apr 14, 2023
- Accounting & Finance
Assessment of Credit Risk Management and Financial Performance of Microfinance Banks
Gbenga I. Olorunsola PhD, ACA, FCIB1, Taslim Ganiyu Olalekan2 & Oyekunbi Olubukola Dele- Oladejo PhD3
1Department of Management and Accounting, Lead City University, Ibadan
2Department of Banking and Finance, Covenant University, Ota, Nigeria.
3Department of Management Studies, Dominican University , Samonda Ibadan, Nigeria
Received: 08 March 2023; Accepted: 17 March 2023; Published: 14 April 2023
ABSTRACT
Many times, microfinance companies price credit incorrectly and fail to take all embedded costs into account, which increases the risks involved and makes mitigation a herculean task. This study used panel data from the income statement and balance sheet of the five selected Nigerian microfinance banks (five cross-sections) for ten (10) years spanning between 2012 and 2021 to examine the effect of credit risk management (via Non-performing loan to total deposit ratio, Non-performing loan to total loan and advance ratio, Capital adequacy ratio) on financial performance (proxied by returns on asset) while making provision for key control variables like Leverage ratio and Firm size. This study made use of panel data methodology and the random effect was found most appropriate for modeling the data. The result shows that credit risk management is not significant in explaining the performance of microfinance banks in Nigeria. This is evident from the fact that the selected banks were over-prudent in their credit risk management policy which includes not giving out enough loans and hence resulting in low income. The over-prudent credit risk management by these banks is evident from their descriptive statistics. The selected microfinance banks are keeping too much money as reserves. When banks are not using their assets (giving loans and advances) to generate income, they will eventually lose money. As long as it’s tied to returns for microfinance banks, credit risk is not a bad thing. According to empirical theory, bank returns increase as risk increases, but the bank must moderate its risk and anticipate returns.
Keywords: Credit risk management, Non-performing loan to total deposit ratio, Non-performing loan to total loan and advance ratio, Capital adequacy ratio, Financial performance, Returns on asset
INTRODUCTION
The financial sector particularly microfinance is one of the key drivers of economic development in a country. In the quest for economic progress, particularly in a developing nation like Nigeria, their lending activities to people, Small and Medium-scale Enterprises (SMEs), and industries are essential (Afolabi, Obamuyi & Egbetunde, 2020; Kajola, Adedeji, Olabisi & Babatolu, 2018).
Microfinance banks are specific organizations that offer low-income people with severally financial and wealth management services which include micro-credit, savings, etc. intending to enhance the economic stability of small-scale businesses in urban as well as rural areas (Abubakar, Tobi & Abdullahi, 2020). However, due to their evolving nature and the challenging business climate in which these companies operate, microfinance banks just like any other conventional banks are faced with several risks (Ramazan & Gulden, 2019). The equity, liabilities, market value and profitability of these financial institutions could all be adversely affected by each of these risks (Koch & MacDonald, 2014). Credit risk, however, is one of the most momentous risks that confront banks generally since loans that these banks grant are the main source of revenue for the banking industry (Ramazan & Gulden, 2019). Credit risk is probably the major risk confronting these institutions, and the sustainability of banks’ operations rests more on how well this risk is managed (Gieseche, 2004). Due to the unexpected devaluation of the Naira against other foreign currencies, increase in global oil prices and drastic drop in equities market indices, banks in Nigeria have been put under strain because of the declining quality of their loan assets (BGL Banking Report, 2010). Microfinance institutions commonly find themselves wrongly pricing loans and neglecting to include all intrinsic costs; as a result, the risks incurred increase and are harder to offset (Sudi & Maniagi, 2020). Inaccurate credit grading and identification among these businesses are the cause of these issues. Vulnerability and defaulting become the norm as a result of the inadequate examination of the risks connected with loans and disregard for the impact on the organization. Managing these risks is what is referred to as credit risk management.
Credit risk management refers to the approaches, practices, and controls put in place at a company to achieve optimal receivables of customers’ payments, hence lowering the risk of nonpayment (Mokogi, 2003). The long-term survival of a financial organization depends on the effectiveness of credit risk management, which is a vital part of a comprehensive risk management plan. It helps cut down on bank losses. As a crucial step in the lending process, credit risk management is fundamental for the banking sector, according to Misker (2015). Retaining credit risk exposure lowers bank risk while safeguarding the bank from the detrimental effects of credit risk. Any institution that offers financial services, particularly the microfinance business, must have a strong credit risk management program. Operational credit risk management occurs, when a microfinance institution has set policies or measures to govern their actions when extending credits in ways that minimize the detrimental effect on their capital and incomes (Abubakar, Tobi & Abdullahi, 2020).
Financial performance, on the other hand, is commonly defined as a firm’s stability and profitability. The risk elements are referred to as its stability, and the financial return is referred to as its profitability (Mohamed & Onyiego, 2018). Financial performance, which is assessed by net income and cash from operations, refers to a firm’s capacity to make fresh resources from ongoing operations over a given time (Danson, 2012; Ally, 2013). The amount of money a firm makes or loses over a specific period is measured by its financial performance. To evaluate the financial performance of banks, various metrics have been employed. These measures include Net Interest Margin (NIM), Return on Asset (ROA), and Return on Equity (ROE) (Murthy & Sree, 2003; Alexandru, Genu & Romanescu, 2008).
The nexus between credit risk management and financial performance has been established and empirical works of the literature show that credit risk management has a positive effect on the financial performance of banks (Abubakar, Tobi & Abdullahi, 2020; Kajola, Adedeji, Olabisi & Babatolu, 2018; Kurawa & Garba, 2014; Asfaw & Veni, 2015; Harcourt, 2017). Bank failures will be eliminated if risks are well-managed in banks, and the economy would be steady (Jaseviciene & Valiuliene, 2013). Controlling the non-performance of advances is essential for the functioning of a specific microfinance foundation and the financial environment of the economy (Kangethe, Oluoch, & Nyangau, 2019).
Even though many studies have looked at the effect of credit risk management on the financial performance of banks, the majority of the studies are centered on commercial banks. Very few studies have considered microfinance banks. Also, to the best of my knowledge, there seems to be no study that has investigated how the financial performance of microfinance banks (dependent variable measured by ROA) is influenced by credit risk management (independent variable) in terms of Non-performing loan to total deposit ratio, Non-performing loan to total loan and advances ratio, Capital adequacy ratio while allowing for control variables such as Leverage ratio and Firm size. Against this background, this article aims at investigating the effect of credit risk management on the financial performance of Microfinance banks in Nigeria. Consequent to that, this article specifically:
- Investigate the effect of Non-performing loan to total deposit ratio on the financial performance of Microfinance banks in Nigeria.
- Ascertain the effect of Non-performing loans to total loan and advance ratio on the financial performance of Microfinance banks in Nigeria.
- Analyze the effect of the Capital adequacy ratio on the financial performance of Microfinance banks in Nigeria.
This article is divided into five parts. A general summary of the study is given in Section 1 (problem statement and research objectives), and the empirical assessment of relevant literature is presented in Section 2. Materials and methods are covered in Section 3. Data analysis and empirical findings are described in Section 4. The last section which is Section 5 contains the study’s conclusions and recommendations for policy.
LITERATURE REVIEW
Abubakar, Tobi, and Abdullahi (2020) analyzed the impact of credit risk management on the financial performance of Nigerian-listed microfinance banks. Data were acquired from two microfinance banks listed on the Nigerian Stock Exchange from 2012 to 2017 through their annual reports and accounts. Using multiple regression, panel regression, and Pearson correlation, the collected data were statistically analyzed. The results showed that the loan loss provision ratio, and capital adequacy ratio indirectly and significantly predicted the financial performance of the selected. However, the non-performing loan to total loan ratio showed to be a positive and significant predictor of financial performance. Bank size and inflation are the two controls that are unrelated to financial performance. According to the anticipated income theory that underpins this study, credit risk management was found to have a substantial impact on the financial performance of microfinance banks in Nigeria.
Sudi and Maniagi (2020) analyzed the effect of credit risk management techniques on the financial performance of Nairobi microfinance enterprises. The study’s specific objective was to determine the effect of credit reminder practices, credit risk control practices, viability identification practices, and credit risk grading practices on the financial performance of Kenyan microfinance enterprises. With a sample size of 96 replies, this study’s population consisted of 1147 employees of Nairobi’s microfinance organizations. Utilizing questionnaires distributed to each branch’s branch managers and credit managers, this study gathered primary data. The results of the study supported that all the enlisted credit risk measures were the significant determinant of the performance of Kenyan microfinance firms. The study suggests that organizations should concentrate more on strengthening credit risk management techniques to be more competitive and handle more volatile environments. To improve performance, organizations should streamline their risk management culture.
In Nairobi County, Kenya, Kangethe, Oluoch, and Nyangau (2019) assessed the effect of credit risk management on the loan performance of deposit-taking Microfinance organizations. All 13 of Nairobi’s microfinance institutions that accept deposits served as the study’s target population. The Krejcie and Morgan (1970) method was used to select a sample of 118 microfinance employees. The study found that changes in credit evaluation techniques, credit risk management, credit terms, and credit approvals significantly affect how well microfinance organizations perform in terms of their loan performance. According to study findings, microfinance institutions should enhance their processes for recognizing, analyzing and assessing risks emerging from credits.
The impact of credit risk management on the financial performance of ten Nigerian-listed deposit money banks from 2005 to 2016 was quantitatively examined by Kajola, Adedeji, Olabisi, and Babatolu (2018). The independent variable, credit risk management, was substituted by three factors: Capital Adequacy Ratio, Non-performing Loan to total Deposit Ratio and Non-performing Loan to Total Loan Ratio. The study made use of two financial performance measures which include Return on Equity and Return on Asset. The findings revealed that proposed credit risk measures show a noteworthy link with financial performance. Based on the study’s findings, deposit money bank management should implement strict credit rules that would assist banks in efficiently evaluating the creditworthiness of their clients. Current methods for monitoring, detecting, and controlling credit risk should be developed by regulatory bodies.
Juma, Otuya and Kibati (2018)focused on how credit management (debt recovery and credit standard) impacted the financial performance of deposit-taking SACCOS in Nakuru town. About 74 workers were sampled out of the total population consisting of 220 staff. Employees completed questionnaires to collect the data. The simple linear regression analysis showed that credit management (debt recovery and credit standard) has a significant impact on the SACCOS’ financial performance. According to the article’s findings, all the investigated constructs are significant in explaining SACCO’s financial performance. According to the report, SACCOs should improve debt recovery procedures and establish efficient credit management standards.
MATERIALS AND METHODS
The secondary data for this article were gotten from the income statement and balance sheets of the selected microfinance banks in Nigeria. The data contained a panel data of five microfinance banks (five cross-sections) for ten (10) years spanning between 2012 and 2021 for some credit risk management indicators such as Non-performing loan to total deposit ratio, Non-performing loan to total loan and advance ratio, Capital adequacy ratio. The data also captured the financial performance indicator which is returns on assets and finally the control variables such as Leverage ratio and Firm size.
Multiple regression analysis was done in this study. Using the panel data regression approach, the models are estimated. The three commonlyadopted regression models (i.e. fixed effect and random effect method, pooled OLS) for panel data were employed to examine the causal link between the response and predictor variables. Table 1 below provides an overview of the model option.
Table 1: Model Selection Criteria
Fixed Effect | Random Effect | Selection |
If no fixed effect | If no random effect | Choose the Pooled OLS |
If there is a fixed effect | If no random effect | Select fixed effect model |
If no fixed effect | If there is a random effect | Choose the Random effect model |
If there is a fixed effect | If there is a random effect | Use Hausman test to select the best model from either fixed or random effect |
Source: Park, 2011.
The regression equation for this work is specified as:
Where are the regression coefficients, Return on asset (ROA), Non-performing loan to total deposit ratio (ND), Non-performing loan to total loan and advance ratio (NT), Capital adequacy ratio (CA). The data will also capture the financial performance indicator which is returns on assets and finally, the control variables such as Leverage ratio (LR), Firm size (FZ), and ε is the error term. Variables Description and Formulas are accessible in Table 2 below
Table 2: Variables Description and Formulas
Variables | Classification | Description |
Return on asset (ROA) | Dependent Variable | It offers details on how well management has made revenue from the company’s assets. ROA=Profit after tax/Total Asset |
Non-performing loan to total deposit ratio (ND) | Independent Variable | This is an effective method of managing credit risk. An extremely low ratio indicates minimal risk for the bank, but it also indicates that it is not employing its assets to create revenue and might even experience a financial loss. ND=Non-performing loan/Total deposit. |
Non-performing loan to total loan and advance ratio (NT) | Independent Variable | This represents the proportion of non-performing loans in a bank’s loan portfolio compared to all of its outstanding debt.NT= Non-performing loan/Total loan and advance. |
Capital adequacy ratio (CA) | Independent Variable | It is a measure of the bank’s long-term ability to meet its commitments. CA=Shareholders’ fund/Total assets. |
Leverage ratio (LR) | Control Variable | This is used to evaluate a company’s capacity to fulfill its financial obligations. LR= Long-term debts/Total assets |
Firm size (FZ) | Control Variable | Firm size is frequently cited as a crucial, essential firm attribute. It is the extent of available resources. FZ=Log of Total Asset |
DATA ANALYSIS AND RESULT
The panel data of five microfinance banks (five cross sections) for a ten (10) year interval spanning from 2012 to 2021 is presented below. These include data on Return on asset (ROA), Non-performing loan to total deposit ratio (ND), Non-performing loan to total loan and advance ratio (NT), Capital adequacy ratio (CA), Leverage ratio (LR), and Firm size (FZ).
Table 3: The Data
Microfinance banks | Years | ROA | ND | NT | CA | LR | FZ |
NPF MFB | 2012 | 0.0687 | 0.0284 | 0.0195 | 0.4943 | 0.0000 | 6.8916 |
2013 | 0.0451 | 0.0328 | 0.0227 | 0.4512 | 0.0000 | 6.9386 | |
2014 | 0.0440 | 0.0292 | 0.0215 | 0.3755 | 0.0459 | 7.0360 | |
2015 | 0.0417 | 0.0435 | 0.0365 | 0.3447 | 0.0511 | 7.0911 | |
2016 | 0.0449 | 0.0240 | 0.0179 | 0.3763 | 0.0283 | 7.0921 | |
2017 | 0.0396 | 0.0196 | 0.0198 | 0.2916 | 0.0972 | 7.2028 | |
2018 | 0.0111 | 0.0822 | 0.0812 | 0.2640 | 0.1181 | 7.2455 | |
2019 | 0.0407 | 0.0836 | 0.0687 | 0.2721 | 0.1004 | 7.2919 | |
2020 | 0.0245 | 0.0334 | 0.0297 | 0.2184 | 0.1194 | 7.3996 | |
2021 | 0.0221 | 0.0325 | 0.0304 | 0.1793 | 0.0847 | 7.5047 | |
ACCION MFB | 2012 | 0.1053 | 0.7957 | 0.2292 | 0.5246 | 0.0674 | 6.4321 |
2013 | 0.0994 | 0.4774 | 0.1655 | 0.4148 | 0.1213 | 6.5969 | |
2014 | 0.1224 | 0.1955 | 0.0699 | 0.5048 | 0.1090 | 6.7064 | |
2015 | 0.0804 | 0.3214 | 0.1287 | 0.4419 | 0.1601 | 6.8318 | |
2016 | 0.0714 | 0.4729 | 0.1634 | 0.4457 | 0.1562 | 6.8773 | |
2017 | 0.0926 | 0.3681 | 0.1265 | 0.4465 | 0.1686 | 6.9418 | |
2018 | 0.0954 | 0.3859 | 0.1319 | 0.4186 | 0.2134 | 7.0419 | |
2019 | 0.0749 | 0.2693 | 0.1150 | 0.4294 | 0.1617 | 7.0869 | |
2020 | 0.0102 | 0.3414 | 0.1765 | 0.4165 | 0.1970 | 7.1100 | |
2021 | 0.0388 | 0.4717 | 0.1539 | 0.4033 | 0.2505 | 7.1679 | |
INFINITY MFB | 2012 | 0.1579 | 0.0584 | 0.0425 | 0.3366 | 0.1663 | 5.6857 |
2013 | 0.1305 | 0.0505 | 0.0331 | 0.3807 | 0.1493 | 5.7710 | |
2014 | 0.1605 | 0.0580 | 0.0297 | 0.4546 | 0.1405 | 5.8501 | |
2015 | 0.0910 | 0.0651 | 0.0324 | 0.4213 | 0.1975 | 5.9804 | |
2016 | 0.1019 | 0.0733 | 0.0368 | 0.4651 | 0.1303 | 6.0338 | |
2017 | 0.0956 | 0.0967 | 0.0559 | 0.4819 | 0.0884 | 6.1035 | |
2018 | 0.0724 | 0.0854 | 0.0488 | 0.4585 | 0.1046 | 6.1961 | |
2019 | 0.0789 | 0.0733 | 0.0408 | 0.4633 | 0.0797 | 6.2673 | |
2020 | 0.0653 | 0.1479 | 0.0720 | 0.5827 | 0.4025 | 6.2146 | |
2021 | 0.0594 | 0.1578 | 0.0725 | 0.3623 | 0.2680 | 6.4945 | |
CAPSTONE MFB | 2012 | 0.0105 | 0.0008 | 0.0006 | 0.3699 | 0.0000 | 5.1782 |
2013 | 0.0133 | 0.0041 | 0.0023 | 0.3430 | 0.0000 | 5.2281 | |
2014 | 0.0051 | 0.0136 | 0.0180 | 0.2106 | 0.1792 | 5.4457 | |
2015 | 0.0125 | 0.0133 | 0.0125 | 0.2606 | 0.1681 | 5.6494 | |
2016 | -0.0029 | 0.0230 | 0.0141 | 0.3302 | 0.1433 | 5.5426 | |
2017 | 0.0001 | 0.0170 | 0.0111 | 0.3073 | 0.1333 | 5.5740 | |
2018 | 0.0005 | 0.0256 | 0.0273 | 0.2896 | 0.0000 | 5.6005 | |
2019 | 0.0006 | 0.0199 | 0.0186 | 0.2425 | 0.0000 | 5.6787 | |
2020 | 0.0059 | 0.0497 | 0.0505 | 0.2190 | 0.0000 | 5.7347 | |
2021 | 0.0126 | 0.0809 | 0.0671 | 0.2320 | 0.0000 | 5.7342 | |
ASHA MFB | 2012 | 0.1650 | 0.0019 | 0.0012 | 0.4148 | 0.0000 | 5.9157 |
2013 | 0.1197 | 0.0013 | 0.0009 | 0.4265 | 0.0000 | 6.0463 | |
2014 | 0.1560 | 0.0018 | 0.0011 | 0.4654 | 0.0000 | 6.1859 | |
2015 | 0.1058 | 0.0007 | 0.0004 | 0.2758 | 0.1373 | 6.3545 | |
2016 | 0.1119 | 0.0016 | 0.0008 | 0.4131 | 0.1509 | 6.3162 | |
2017 | 0.1144 | 0.0045 | 0.0021 | 0.4131 | 0.1671 | 6.3162 | |
2018 | 0.1510 | 0.0172 | 0.0078 | 0.2468 | 0.0010 | 6.5718 | |
2019 | 0.0992 | 0.0669 | 0.0295 | 0.6205 | 0.0000 | 6.7084 | |
2020 | 0.0037 | 0.2268 | 0.0857 | 0.4792 | 0.0753 | 7.1899 | |
2021 | 0.1357 | 0.2180 | 0.0800 | 0.5215 | 0.0000 | 7.2903 |
Source: Balance sheet and income statement for the selected Microfinance banks
Table 4: Descriptive statistics of Data
ROA | ND | NT | CA | LR | FZ | |
Mean | 0.068144 | 0.123270 | 0.054090 | 0.384038 | 0.102658 | 6.426904 |
Median | 0.070050 | 0.054250 | 0.032750 | 0.413100 | 0.106800 | 6.393300 |
Maximum | 0.165000 | 0.795700 | 0.229200 | 0.620500 | 0.402500 | 7.504700 |
Minimum | -0.002900 | 0.000700 | 0.000400 | 0.179300 | 0.000000 | 5.178200 |
Std. Dev. | 0.050775 | 0.168225 | 0.054810 | 0.102172 | 0.087462 | 0.647206 |
Skewness | 0.241322 | 1.987099 | 1.323594 | -0.106085 | 0.750599 | -0.135165 |
Kurtosis | 1.912587 | 6.917262 | 4.063095 | 2.410009 | 4.047879 | 1.791922 |
Jarque-Bera | 2.948778 | 64.87331 | 16.95369 | 0.818971 | 6.982596 | 3.192771 |
Probability | 0.228919 | 0.000000 | 0.000208 | 0.663992 | 0.030461 | 0.202628 |
Sum | 3.407200 | 6.163500 | 2.704500 | 19.20190 | 5.132900 | 321.3452 |
Sum Sq. Dev. | 0.126328 | 1.386683 | 0.147205 | 0.511513 | 0.374830 | 20.52489 |
Observations | 50 | 50 | 50 | 50 | 50 | 50 |
Source: Eviews 9.0. Output (Computed by the Author)
The table demonstrates that the average for ROA, ND, NT, CA, LR and FZclusters around 0.068144, 0.123270, 0.054090, 0.384038, 0.102658 and 6.426904respectively. As a result, since the means of each series are consistently between its maximum and lowest values, all of the series display high levels of consistency.In addition, the computed average ROA is an indication the selected microfinance banks are performing well financially. All the computed credit risk management measures also show that the selected banks have been prudent in credit risk management practices. This is an indication of a significant reduction in credit risk. ROA, ND, NT, and LR are all positively skewed, suggesting that the series’ extent of departure demonstrates an upward trend from 2012 to 2021. But CA and FZ are negatively skewed. ROA, CA, and FZ have a platykurtic distribution (Kurtosis < 3) but ND, NT and LR have a leptokurtic distribution (Kurtosis < 3). This shows that all the series are not normally distributed.
The three mostadopted regression models (fixed effect and random effect method, pooled OLS) for panel data were employed to examine the causal link between the response and predictor variables. In case the fixed and random effects don’t work, pooled OLS estimation was also done. The researcher first contrasted the random effects with the alternative, the fixed effect, to determine between fixed and random effects. Table 5 below provides an overview of the model selection.
Table 5: Regression Results
Fixed Effect Model | Random Effect Model | Pooled OLS | |||||
Coefficient | p-value | Coefficient | p-value | Coefficient | p-value | ||
const | 0.423951 | <0.0001 | 0.403336 | <0.0001 | −0.0376513 | 0.5963 | |
ND | 0.106874 | 0.2323 | 0.114879 | 0.1862 | 0.265508 | 0.0839 | |
NT | −0.515017 | 0.0780 | −0.533137 | 0.0571 | −0.958416 | 0.0468 | |
CA | −0.0602014 | 0.1933 | −0.0546043 | 0.2237 | 0.230682 | 0.0018 | |
LR | −0.124711 | 0.0156 | −0.122497 | 0.0118 | 0.0275592 | 0.7268 | |
FZ | −0.0474877 | 0.0023 | −0.0446508 | 0.0015 | 0.00521129 | 0.6375 | |
Goodness of Fit | |||||||
Mean dependent var | 0.068144 | 0.068144 | 0.068144 | ||||
Sum squared resid | 0.020602 | 0.216441 | 0.085423 | ||||
R-squared | 0.836882 | 0.323657 | |||||
LSDV F(9, 40) | 22.80238 | ||||||
F(5, 44) | 4.211157 | ||||||
Log-likelihood | 123.9128 | 65.11457 | 88.35713 | ||||
Schwarz criterion | −208.7054 | −106.7570 | −153.2421 | ||||
rho | 0.063552 | 0.063552 | 0.570298 | ||||
S.D. dependent var | 0.050770 | 0.050770 | 0.050770 | ||||
S.E. of regression | 0.022695 | 0.069353 | 0.044062 | ||||
Within R-squared | 0.522788 | ||||||
Adjusted R-squared | 0.050770 | ||||||
P-value(F) | 0.000000 | 0.044062 | |||||
Akaike criterion | −227.8256 | −118.2291 | 0.050770 | ||||
Hannan-Quinn | −220.5445 | −113.8605 | 0.044062 | ||||
Durbin-Watson | 1.154069 | 1.154069 | 0.050770 | ||||
Breusch-Pagan test(p-value) | 0.000118 | ||||||
Hausman test | 0.424785(p>0.05) | ||||||
Source: Researcher computation using Gretl Econometric Software
This section compares the results of the three most used panel regression models. First, the Fixed Effect model was compared with the Random Effects model. The outcomes revealed that both the fixed and random effect models have a good fit. The fixed effect model’s goodness of fit was determined using the LSDV F(9, 40) = 22.80238 (p<0.05). Likewise, The Breusch-Pagan test (p<0.05) was also used for determining the fit for a random effect. Since both Fixed and Random Effect models have a good fit; a Hausman’s test was carried out. Hausman’s test shows that the Random Effect model has a better fit than the Fixed Effect model, consequently, the interpretation of the result is based on the random effect model.
Regarding to the selected random effect model, the findings shows that ND (β1 =0.114879, p> 0.05), NT (β2=−0.533137, p> 0.05)and CA (β3=−0.0546043, p> 0.05)have an insignificant effect on ROA. This is an indication that the credit risk management measure is not a significant predictor of the financial performance of microfinance banks in Nigeria. However, LR (β4=0.114879, p< 0.05), NT (β5=−0.533137, p< 0.05) has a significant effect on ROA.
As suggested by the formulated specific objectives of the study, the result shows that the financial performance of Microfinance institutions in Nigeria is not significantly influenced Non-performing loan-to-total deposit ratio, Non-performing loan-to-total loan and advance ratio, and Capital adequacy ratio.
CONCLUSION AND RECOMMENDATION
This article used panel data from five microfinance banks to explore the connection between credit risk management (an independent variable) and financial performance (a dependent variable) of microfinance banks in Nigeria. The researcher found it easy to compare the study’s findings to earlier research and more recent studies on the topic.
According to the findings, it is concluded that credit risk management has no significant effect on the performance of microfinance institutions in Nigeria. This study outcome is divergent from the work of Abubakar, et al (2020); Kajola, et al (2018). The implication of these findings is that the selected banks were over-prudent in their credit risk management policy which includes not giving out enough loans and hence resulting in low income. These banks’ over-prudent credit risk management is evident from their descriptive statistics. The selected microfinance is keeping too much money as a reserve. When banks are not using their assets (giving loans and advances) to generate income, they will eventually lose money. As long as it’s tied to returns for microfinance banks, credit risk is not a bad thing. According to empirical theory, bank returns increase as risk increases, but the bank must moderate its risk and anticipate returns. That is, a microfinance bank needs to keep a healthy balance and plan for its profits. In addition to this, the microfinance bank is required to maintain a sizable capital reserve to cover credit risk in the event of failure. To reduce the risk of default, the microfinance bank must also enhance its credit mitigation practices, portfolio grading, and lending standards. Between reserves and loan disbursements, good credit risk management should strike a balance.
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APPENDIX
Raw Data
Microfinance banks | Years | Deposit Amount (N’000) | Non-performing loan amount (N’000) | Loan and advances Amount (Net)(N’000) | Shareholders fund (N’000) | Total Asset (N’000) | Long term debt (N’000) | Profit After tax (N’000) |
NPF MFB | 2012 | 3,271,585 | 93,049 | 4,780,335 | 3,850,844 | 7,790,984 | 535,541 | |
2013 | 3,858,052 | 126,460 | 5,559,453 | 3,916,894 | 8,680,638 | 391,320 | ||
2014 | 4,803,374 | 140,184 | 6,527,210 | 4,079,893 | 10,865,189 | 499,113 | 477,816 | |
2015 | 6,610,113 | 287,288 | 7,881,519 | 4,251,493 | 12,334,021 | 630,795 | 514,598 | |
2016 | 6,792,391 | 163,058 | 9,095,801 | 4,652,289 | 12,361,872 | 349,249 | 554,903 | |
2017 | 9,095,801 | 178,052 | 9,008,675 | 4,652,289 | 15,952,341 | 1,550,468 | 631,890 | |
2018 | 10,465,119 | 860,250 | 10,593,635 | 4,646,591 | 17,597,552 | 2,078,843 | 195,749 | |
2019 | 11,327,058 | 946,724 | 13,776,931 | 5,327,939 | 19,583,717 | 1,965,665 | 796,425 | |
2020 | 14,838,805 | 495,507 | 16,667,615 | 5,481,584 | 25,096,975 | 2,995,809 | 614,417 | |
2021 | 16,278,901 | 529,548 | 17,447,816 | 5,730,965 | 31,967,345 | 2,708,090 | 707,493 | |
ACCION MFB | 2012 | 543,310 | 432,299 | 1,886,176 | 1,418,739 | 2,704,335 | 182,364 | 284,683 |
2013 | 1,048,751 | 500,642 | 3,025,012 | 1,639,619 | 3,953,163 | 479,550 | 392,948 | |
2014 | 1,421,819 | 277,945 | 3,975,266 | 2,567,489 | 5,086,236 | 554,614 | 622,555 | |
2015 | 2,120,599 | 681,556 | 5,294,462 | 3,000,360 | 6,789,014 | 1,087,259 | 545,941 | |
2016 | 2,013,517 | 952,251 | 5,826,119 | 3,359,645 | 7,538,090 | 1,177,734 | 538,220 | |
2017 | 2,392,578 | 880,702 | 6,959,938 | 3,905,640 | 8,746,431 | 1,474,453 | 809,761 | |
2018 | 2,809,253 | 1,084,099 | 8,219,748 | 4,609,714 | 11,012,082 | 2,349,494 | 1,050,137 | |
2019 | 4,013,511 | 1,080,765 | 9,394,157 | 5,245,587 | 12,216,158 | 1,975,445 | 915,342 | |
2020 | 4,309,677 | 1,471,411 | 8,337,995 | 5,365,527 | 12,881,605 | 2,538,050 | 132,007 | |
2021 | 3,810,250 | 1,797,184 | 11,674,684 | 5,936,384 | 14,719,897 | 3,687,058 | 570,857 | |
INFINITY MFB | 2012 | 222,481 | 12,993 | 305,496 | 163,236 | 484,935 | 80,625 | 76,548 |
2013 | 256,456 | 12,959 | 391,664 | 224,639 | 590,143 | 88,125 | 76,998 | |
2014 | 267,716 | 15,540 | 523,729 | 321,952 | 708,168 | 99,533 | 113,681 | |
2015 | 340,407 | 22,146 | 682,939 | 402,688 | 955,898 | 188,791 | 86,950 | |
2016 | 381,699 | 27,984 | 759,912 | 502,728 | 1,080,915 | 140,799 | 110,104 | |
2017 | 505,600 | 48,908 | 874,298 | 611,568 | 1,269,190 | 112,225 | 121,337 | |
2018 | 642,860 | 54,931 | 1,126,357 | 720,240 | 1,570,713 | 164,250 | 113,779 | |
2019 | 781,370 | 57,303 | 1,403,000 | 857,308 | 1,850,615 | 147,472 | 145,940 | |
2020 | 896,822 | 132,620 | 1,842,208 | 955,108 | 1,639,215 | 659,792 | 107,114 | |
2021 | 970,822 | 153,219 | 2,114,743 | 1,131,436 | 3,122,710 | 836,892 | 185,642 | |
CAPSTONE MFB | 2012 | 92,272 | 77 | 126,960 | 55,747 | 150,720 | 0 | 1,576 |
2013 | 101,425 | 420 | 183,403 | 58,003 | 169,102 | 0 | 2,256 | |
2014 | 148,497 | 2,020 | 111,936 | 58,765 | 279,072 | 50,000 | 1,411 | |
2015 | 246,258 | 3,280 | 261,519 | 116,241 | 446,037 | 75,000 | 5,568 | |
2016 | 176,996 | 4,070 | 287,864 | 115,189 | 348,845 | 50,000 | -1,002 | |
2017 | 203,299 | 3,450 | 311,227 | 115,236 | 374,995 | 50,000 | 47 | |
2018 | 277,059 | 7,100 | 259,639 | 115,431 | 398,572 | – | 194 | |
2019 | 356,768 | 7,115 | 382,583 | 115,738 | 477,251 | – | 307 | |
2020 | 320,079 | 15,903 | 314,986 | 118,925 | 542,917 | – | 3,188 | |
2021 | 312,188 | 25,271 | 376,626 | 125,767 | 542,195 | – | 6,841 | |
ASHA MFB | 2012 | 366,992 | 692 | 563,394 | 341,554 | 823,475 | 0 | 135,865 |
2013 | 550,412 | 701 | 794,198 | 474,554 | 1,112,600 | 0 | 133,192 | |
2014 | 649,035 | 1,200 | 1,141,623 | 714,055 | 1,534,328 | 0 | 239,309 | |
2015 | 773,540 | 580 | 1,488,824 | 623,850 | 2,262,241 | 310,667 | 239,286 | |
2016 | 735,909 | 1,156 | 1,363,310 | 855,677 | 2,071,126 | 312,435 | 231,827 | |
2017 | 876,295 | 3,910 | 1,828,185 | 855,677 | 2,071,126 | 346,037 | 237,004 | |
2018 | 1,010,987 | 17,360 | 2,232,894 | 920,681 | 3,730,463 | 3,714 | 563,193 | |
2019 | 1,263,569 | 84,530 | 2,866,285 | 3,170,340 | 5,109,735 | 506,954 | ||
2020 | 4,596,335 | 1,042,535 | 12,158,811 | 7,421,158 | 15,486,249 | 1,165,498 | 57,211 | |
2021 | 5,939,986 | 1,295,096 | 16,182,363 | 10,176,146 | 19,513,335 | – | 2,648,385 |
Descriptive stat
ROA | ND | NT | CA | LR | FZ | |
Mean | 0.068144 | 0.123270 | 0.054090 | 0.384038 | 0.102658 | 6.426904 |
Median | 0.070050 | 0.054250 | 0.032750 | 0.413100 | 0.106800 | 6.393300 |
Maximum | 0.165000 | 0.795700 | 0.229200 | 0.620500 | 0.402500 | 7.504700 |
Minimum | -0.002900 | 0.000700 | 0.000400 | 0.179300 | 0.000000 | 5.178200 |
Std. Dev. | 0.050775 | 0.168225 | 0.054810 | 0.102172 | 0.087462 | 0.647206 |
Skewness | 0.241322 | 1.987099 | 1.323594 | -0.106085 | 0.750599 | -0.135165 |
Kurtosis | 1.912587 | 6.917262 | 4.063095 | 2.410009 | 4.047879 | 1.791922 |
Jarque-Bera | 2.948778 | 64.87331 | 16.95369 | 0.818971 | 6.982596 | 3.192771 |
Probability | 0.228919 | 0.000000 | 0.000208 | 0.663992 | 0.030461 | 0.202628 |
Sum | 3.407200 | 6.163500 | 2.704500 | 19.20190 | 5.132900 | 321.3452 |
Sum Sq. Dev. | 0.126328 | 1.386683 | 0.147205 | 0.511513 | 0.374830 | 20.52489 |
Observations | 50 | 50 | 50 | 50 | 50 | 50 |
Model: Fixed-effects, using 50 observations
Included 5 cross-sectional units
Time-series length = 10
Dependent variable: ROA
Coefficient | Std. Error | t-ratio | p-value | ||
const | 0.423951 | 0.0906734 | 4.676 | <0.0001 | *** |
ND | 0.106874 | 0.0881225 | 1.213 | 0.2323 | |
NT | −0.515017 | 0.284715 | −1.809 | 0.0780 | * |
CA | −0.0602014 | 0.0455001 | −1.323 | 0.1933 | |
LR | −0.124711 | 0.0493918 | −2.525 | 0.0156 | ** |
FZ | −0.0474877 | 0.0145887 | −3.255 | 0.0023 | *** |
Mean dependent var | 0.068144 | S.D. dependent var | 0.050770 | |
Sum squared resid | 0.020602 | S.E. of regression | 0.022695 | |
LSDV R-squared | 0.836882 | Within R-squared | 0.522788 | |
LSDV F(9, 40) | 22.80238 | P-value(F) | 4.39e-13 | |
Log-likelihood | 123.9128 | Akaike criterion | −227.8256 | |
Schwarz criterion | −208.7054 | Hannan-Quinn | −220.5445 | |
rho | 0.063552 | Durbin-Watson | 1.154069 |
Joint test on named regressors –
Test statistic: F(5, 40) = 8.76402
with p-value = P(F(5, 40) > 8.76402) = 1.11435e-05
Test for differing group intercepts –
Null hypothesis: The groups have a common intercept
Test statistic: F(4, 40) = 31.4634
with p-value = P(F(4, 40) > 31.4634) = 7.17103e-12
Model: Random-effects (GLS), using 50 observations
Included 5 cross-sectional units
Time-series length = 10
Dependent variable: ROA
Coefficient | Std. Error | z | p-value | ||
const | 0.403336 | 0.0946590 | 4.261 | <0.0001 | *** |
ND | 0.114879 | 0.0869070 | 1.322 | 0.1862 | |
NT | −0.533137 | 0.280183 | −1.903 | 0.0571 | * |
CA | −0.0546043 | 0.0448754 | −1.217 | 0.2237 | |
LR | −0.122497 | 0.0486294 | −2.519 | 0.0118 | ** |
FZ | −0.0446508 | 0.0141062 | −3.165 | 0.0015 | *** |
Mean dependent var | 0.068144 | S.D. dependent var | 0.050770 | |
Sum squared resid | 0.216441 | S.E. of regression | 0.069353 | |
Log-likelihood | 65.11457 | Akaike criterion | −118.2291 | |
Schwarz criterion | −106.7570 | Hannan-Quinn | −113.8605 | |
rho | 0.063552 | Durbin-Watson | 1.154069 |
‘Between’ variance = 0.00516255
‘Within’ variance = 0.00041204
theta used for quasi-demeaning = 0.911016
Joint test on named regressors –
Asymptotic test statistic: Chi-square(5) = 42.8935
with p-value = 3.88328e-08
Breusch-Pagan test –
Null hypothesis: Variance of the unit-specific error = 0
Asymptotic test statistic: Chi-square(1) = 14.8249
with p-value = 0.00011797
Hausman test –
Null hypothesis: GLS estimates are consistent
Asymptotic test statistic: Chi-square(4) = 3.86357
with p-value = 0.424785
Model: Pooled OLS, using 50 observations
Included 5 cross-sectional units
Time-series length = 10
Dependent variable: ROA
Coefficient | Std. Error | t-ratio | p-value | ||
const | −0.0376513 | 0.0705560 | −0.5336 | 0.5963 | |
ND | 0.265508 | 0.150105 | 1.769 | 0.0839 | * |
NT | −0.958416 | 0.468476 | −2.046 | 0.0468 | ** |
CA | 0.230682 | 0.0693629 | 3.326 | 0.0018 | *** |
LR | 0.0275592 | 0.0783920 | 0.3516 | 0.7268 | |
FZ | 0.00521129 | 0.0109818 | 0.4745 | 0.6375 |
Mean dependent var | 0.068144 | S.D. dependent var | 0.050770 | |
Sum squared resid | 0.085423 | S.E. of regression | 0.044062 | |
R-squared | 0.323657 | Adjusted R-squared | 0.050770 | |
F(5, 44) | 4.211157 | P-value(F) | 0.044062 | |
Log-likelihood | 88.35713 | Akaike criterion | 0.050770 | |
Schwarz criterion | −153.2421 | Hannan-Quinn | 0.044062 | |
rho | 0.570298 | Durbin-Watson | 0.050770 |