The Balanced Scorecard as a Tool Evaluating the Sustainable Performance of Chinese Emerging Family Farms—Evidence from Jilin Province in China
Abstract
:1. Introduction
1.1. BSC as the Conceptual Framework for Sustainable Performance Evaluation
1.2. Characteristics of Family Farm Sustainable Performance
1.3. Family Farm Sustainable Performance in the Chinese Context
- (1)
- This study proposed that the BSC model adapt to the issue of the Chinese family farm performance evaluation and develop a sustainable performance evaluation index system for Chinese family farms, which takes into account key performance indicators considered most relevant. The system designed in this study captured financial performance (member’s earning, farm’s benefits), market performance (customer relations, market status), internal business process performance (ecological performance, management level), and learning and growth performance (learning ability, innovation ability) to set indicators for analysis;
- (2)
- Additionally, we aimed at bringing more knowledge about the current situation of Chinese family farms. To handle it, we used the Fuzzy Comprehensive Evaluation Method to further explore and rank the performance scores of different BSC dimensions, farm types, and regions. We collected questionnaire data from 176 family farms with planting (grain, horticultural crops) and breeding (animal products) in eastern, central, and western Jilin province from January to February 2019 in order to present a comprehensive overview and comparative analysis. This study took as a sample the family farms in Jilin province, a major agricultural province in northeast China. In Jilin province, traditional small farming households are still dominant, but family farms have been emerging rapidly since 2013. Such a context is relevant as many farmers rely on agriculture to survive and are facing more difficult challenges in the new situation. It is a representative sample to study the family farms in undeveloped areas or agricultural areas in China.
2. Literature Review
3. Methodology
3.1. Data Source and Participants
3.1.1. Data Source
3.1.2. Participants
- (1)
- Surveyed Farms Had Moderate Scale and Normal Farm Businesses. In the 156 surveyed farms, farms with annual sales revenue of less than 500,000 accounted for the highest proportion (42.31%), followed by 500,000 to 1 million (29.49%), 1 million to 5 million (21.79%), and 5 million and above (6.41%). The surveyed family farms generally had good profitability. Only 12 farms suffered losses, 32 farms of profits within RMB 100,000, 46 farms of profits between RMB 100,000 and RMB 300,000, 42 farms of profits between RMB 300,000 and RMB 500,000, and 24 farms of profits above RMB 500,000. Nearly 70% surveyed farms had annual sales of less than RMB 1 million, and 76.92% farms with profits ranging from RMB 0 to 500,000. Therefore, the investigated farms in this paper had moderate scale and normal farm businesses, which could be used as samples of Chinese emerging family farms for the sustainable performance evaluation [48].
- (2)
- Surveyed Farmers Had the Characteristics of Professionalization and Specialization in Agriculture. In addition to moderate scale, family farms in China should also have some basic characteristics such as “taking agriculture as an occupation” and “incomes mainly coming from agriculture” [24]. Farms with agricultural income that was more than 75% of the total household income accounted for 94.2% of the total samples, followed by 50–75% and 25–50%, accounting for 2.56% and 1.2% of the total samples, respectively.
- (3)
- Surveyed Chinese Family Farmers Were Generally Young and Well-educated. In terms of age structure, the average age was 43.8 years old, and 85.89% of farmers were 35–55 years old. Farmers aged 45–55 years accounted for the highest proportion (46.15%), followed by those aged 35–45 years (49.74%). The surveyed farmers had relatively better educational backgrounds compared to small farming householders. Nearly three quarters of farmers had a technical secondary school education or above, and about one third of farmers had a college education background.
3.2. Model Specification
- Step 1: Determining the set of evaluating indicatorsSelect and determine the first-level indicators set , and the second-level indicators set . represents the first-level indicator, represents the second-level indicator. There are four first-level indicators and 19 second-level indicators in total. Each first-level indicator contains j second-level indicators.
- Step 2: Determining the set of appraisal gradesA set of appraisal grades can be seen as a vector in which m represents the number of levels in the appraisal set. In this paper the number is 5, the set of appraisal grades is V = {very poor, poor, moderate, good, excellent}.
- Step 3: Establishing the fuzzy mapping matrixAfter the set of appraisal grades V is determined, the next step is to determine the membership degree of each evaluation indicator to the appraisal vector V, then the fuzzy mapping matrix is obtained:
- Step 4: Determining the weight of each evaluation indicatorFor m evaluation indicators, the weight can be shown by the vector , represents the weight of each second-level indicator, >0,. Weights have a great impact on the final evaluation results. In this paper, the Analytic Hierarchy Process (AHP) was used to determine the weight of each indicator as described in the next subsection.
- Step 5: Getting the fuzzy comprehensive evaluation result vectorFuzzy weights vector W and fuzzy mapping matrix R are combined to get fuzzy evaluation result vector for each indicator (using multiplication). The fuzzy evaluation model is:
- Step 6: Determining system scoresThe Maximum Membership Principle cannot utilize all the information of the fuzzy grades vector, which may lead to a large deviation. After the comprehensive evaluation result vector is determined, the system score can be calculated for comparison using formula . N is the total score of the system, and S is the grade score of the corresponding factor in the appraisal grades set V. In this paper, the quantitative set for the appraisal comment set V is .
3.3. Indicator Description
3.3.1. Financial Performance
3.3.2. Market Performance
3.3.3. Internal Business Process Performance
3.3.4. Learning and Growth Performance
3.4. Method for Determining Indicator Weight
- Step 1: Structuring a hierarchy of the criteria based on the evaluated indicatorsDetermine the overall objective for the problem and list factors that affect the objective. In this research, the sustainable performance of Chinese family farms is the target level A, which is followed by first-level indicators layer B and second-level indicators layer C (see Table 2).
- Step 2: Constructing a pairwise comparison matrixA comparison matrix is the important basis for calculating the weights of the indicators. The expert will be asked to rate the relative importance of each factor. If there are n evaluation factors, the importance intensity of factor i over factor j can be represented by . A pairwise comparison matrix A is as follows:
- Step 3: Calculating the priority vectors of the evaluated factorsTo calculate the weight vectors of the evaluated factors, the most common method is Average of Normal Column.
- Step 4: Checking the consistency of the judgmentThe consistency test aims at reducing the impact of subjective factors. The test coefficient CR = CI/RI, CI = (λmax−n) /(n−1), RI is the average random consistency indicator of the judgment matrix, which can be found in the relevant numerical tool table. When CR ≤ 0.1, the judgment matrix has satisfactory consistency, if not, the judgment matrix needs to be re-scored.
4. Results and Analysis
4.1. Weights Calculation and Consistency Test
4.1.1. Weights and Consistency Test of the First-Level Indicators to the Target Layer
4.1.2. Weights and Consistency Test of Second-Level Indicators to First-Level Indicators
4.1.3. Model Analysis
4.2. Fuzzy Evaluation Scores of Indicators
4.2.1. Scores of First-Level Indicators
4.2.2. Scores of Second-Level Indicators
4.2.3. Industrial Differences
4.2.4. Regional Difference
5. Discussion
- (1)
- Indicators most commonly used in the literature to assess farm performance in view of the particularity of Chinese family farms were determined and used to develop the Chinese family farm sustainable performance index system.
- (2)
- The indicators of Chinese family farm sustainable performance were evaluated, which helped to determine the types of farm sustainable performance (low, moderate or strong) and the farm‘s potential of growth and development.
- (3)
- The evaluation of family farm sustainable performance consisted of three logical constructs: each indicator weight in the overall system was determined using AHP; the score of each first-level and second-level indicator was calculated and ranked using the Fuzzy Comprehensive Evaluation model; differences between four BSC dimensions, four industrial types, and three regions were compared and analyzed.
- (a)
- Based on the evaluation results of our selected family farms, we concluded that the overall sustainable performance of the surveyed family farms in Jilin province is in the slightly above moderate level (3.264). Surveyed farms performed better in outcome indicators (financial dimension, market dimension) than in driving indicators (internal business process dimension, learning and growth dimension). The evaluation results in this paper are basically in line with the existing literature about farm performance in China mentioned at the beginning of this paper, and consistent with the current situation of Chinese family farms. This empirical study justified that, as a mature performance management tool for industrial enterprises, the BSC can be used in family farm performance evaluation and is also appropriate for the sustainable performance evaluation of emerging family farms in the Chinese context with the selection of suitable indicators reflecting the particularities of market, resources, management, and personnel.
- (b)
- The sustainable development of family farms depends on a balance of all BSC dimensions. The first-level indicator ranking order regarding Fuzzy Comprehensive Evaluation results is: market performance (3.504), financial performance (3.421), internal business process performance (2.971), and learning and growth performance (2.783). Market performance scored higher than others and ranked first among the four BSC dimensions. This may be because family farms in China rely on rural market intermediary organizations for sales. It should also be noted that four of the five second-level indicators of the market dimension are subjective, and the farmer’s self-perception may be not accurate, as it is influenced by cultural, psychological, and institutional factors. The result would be different if we surveyed customers, enterprises, and other agricultural business entities. We also noticed that there are some differences in the scores of the four first-level indicators, but they are not significant, suggesting that the performance of the four BSC dimensions is not quite unbalanced. Although there is great potential for improvement in learning, innovation and internal process management, the Chinese family farms have already begun to pay attention to farm management and sustainable development.
- (c)
- The Fuzzy Comprehensive Evaluation results regarding the 19 second-level indicators revealed some weak links in the sustainable development of the surveyed family farms: diversification of marketing (1.897) and financing (1.923) channels, branding level (1.936), registered trademarks (2.026), organic production (2.769), organizational system (2.962), and farmer education (2.962). There is an urgent demand for improving farmers’ ability to market and finance from multiple sources as well as increasing their awareness of brands and registered trademarks.
- (d)
- Industrial differences exist in farms’ sustainable performance. Farms combining planting and breeding have better sustainability compared with the other three farm types. Breeding farms show poor performance across all BSC dimensions. For sustainable development, transforming from single breeding mode to a combination of planting and breeding could be a future trend. Notably, grain farms show an obvious imbalance in the internal business process dimension. Facing the pressure of price formation mechanism reform of important agricultural products in China, grain farms need to enhance internal business management and formulate long-term development strategies to meet the requirements of the new situation. On the basis of identifying the performance characteristics of industrial types or enterprise combinations on farms, precise support strategies and subsidy policies can be formulated.
- (e)
- The overall sustainable performance of family farms in eastern, central, and western Jilin provinces is quite close, and it does not seem meaningful to analyze the regional differences of the surveyed family farms’ sustainable performance. However, the weak connection between the sustainable performance evaluation results and regional economic (or natural) conditions indicates that farm performance depends more on management than on external environment. Additionally, the unbalanced performance of farms in western Jilin province requires them to overcome the shortcomings of having purely financial and economic goals of profit maximization and to achieve sustainable profit as a longer-term objective.
Supplementary Materials
Author Contributions
Funding
Acknowledgments
Conflicts of Interest
References
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Annual Sales (Thousand Yuan) | 200 and Below | 200–Less Than 500 | 500–Less Than 1000 | 1000–Less Than 5000 | 5000 and Above |
---|---|---|---|---|---|
40 (25.64%) | 26 (16.67%) | 46 (29.49%) | 34 (21.79%) | 10 (6.41%) | |
Annual profits (thousand yuan) | Below 0 | 0–less than 100 | 100–less than 300 | 300–less than 500 | 500–less than 3000 |
12 (7.69%) | 32 (20.51%) | 46 (29.49%) | 42 (26.92%) | 24 (15.38%) | |
Agricultural revenues ratio | 90% or above | 75–less than 90% | 50–less than 75% | 25–less than 50% | 25% or less |
80 (51.28%) | 70 (44.87%) | 4 (2.56%) | 2 (1.28%) | 0 | |
Farmer’s education | Junior school and below | Technical secondary school | High school | Junior college | College or above |
38 (24.36%) | 34 (21.79%) | 30 (19.23%) | 34 (21.79%) | 20 (12.82%) | |
Farmer’s age | 65 or above | 55–less than 65 | 45–less than 55 | 35–less than 45 | 35 or below |
0 | 18 (11.54%) | 72 (46.15%) | 62 (39.74%) | 4 (2.56%) | |
Industrial type | Grain | Horticultural crops | Breeding | Combination of planting and breeding | |
63 (39.74%) | 33 (20.51%) | 27 (16.67%) | 33 (20.38%) | ||
Region | Central | Eastern | Western | ||
80 (51.28%) | 36 (23.08%) | 40 (25.64%) |
Table | First-Level Indicator B | Classification | Second-Level Indicator C | Indicator Explanations |
---|---|---|---|---|
Sustainable performance of Chinese emerging family farms A | Financial performance b1 | Member’s earning | Net income per family member (RMB) c1 | RMB 20,000 and below = 1; RMB 20,000 to less than 30,000 = 2; RMB 30,000 to less than 40,000 = 3; RMB 40,000 to less than 50,000 = 4; RMB 50,000 and above = 5 |
Farm’s benefits | Average sales growth rate in recent years c2 | Drop = 1; no growth = 2; Increase by 1% to less than 10% = 3; increase by 10% to less than 30% = 4; increase by 30% to less than 50% = 5; increase by 50% and above = 6 | ||
Average profit growth rate in recent three years c3 | Drop = 1; no growth = 2; Increase by 1% to less than 10% = 3; increase by 10% to less than 30% = 4; increase by 30% to less than 50% = 5; increase by 50% and above = 6 | |||
Average liability–asset ratio in recent three years c4 | 90% and above = 1; 60 to less than 90% = 2; 30% to less than 60% = 3; 10% to less than 30% = 4; 10% and below = 5 | |||
Market performance b2 | Customer relationships | Relationships with agricultural broker c5 | very loose = 1; loose = 2; average = 3; stable = 4; very stable = 5 | |
Relationships with other agricultural business entities c6 | very loose = 1; loose = 2; average = 3; stable = 4; very stable = 5 | |||
Customer satisfaction c7 | very unsatisfactory = 1; unsatisfactory = 2; average = 3; satisfactory = 4; very satisfactory = 5 | |||
Market status | Bargaining power in supply chain c8 | very weak = 1; weak = 2; average = 3; strong = 4; very strong = 5 | ||
Branding level c9 | no brand = 1; enterprise brand = 2; municipal brand = 3; provincial brand = 4; national brand = 5 | |||
Internal business process performance b3 | Ecological performance | Ratios of pollution-free, green and organic products c10 | 0–less than 20% = 1; 20%–less than 40% = 2; 40%–less than 60% = 3; 60%–less than 80% = 4; 80% and above = 5 | |
Frequency of wastes recycling and pollution-free treatment c11 | none or seldom = 1; sometimes = 2; often = 3; very frequently = 4; most or all the time= 5 | |||
Management level | Number of farm regulations c12 | Zero = 1; one = 2; two = 3; three = 4; four or more = 5 | ||
Length of land contract c13 | 1–less than 3 years = 1; 3–less than 5 years = 2; 5–less than 10 years = 3; 10 years and above = 4 | |||
Number of registered trademarks c14 | Zero = 1; one = 2; two = 3; three = 4; four or more = 5 | |||
Learning and growth Performance b4 | Learning ability | Farmer’s education c15 | junior school and below = 1; technical secondary school = 2; high school = 3; junior college = 4; college or above = 5 | |
Farmer’ age c16 | 65 years and above = 1; 55–less than 65 years = 2; 45–less than 55 years = 3; 35–less than 45 years = 4; 35 years and below = 5 | |||
Innovation ability | Adopting new technology or variety c17 | Never = 1; seldom = 2; sometimes = 3; often = 4; very frequently = 5 | ||
Diversification of marketing channels c18 | One = 1; two = 2; three = 3; four = 4; five and above = 5 | |||
Diversification of financing channels c1 | One = 1; two = 2; three = 3; four = 4; five and above = 5 |
Scale | Meaning |
---|---|
1 | Comparing the two elements, and the element i is the same as the element j |
3 | Comparing the two elements, the element i is slightly more important than the element j |
5 | Comparing the two elements, the element i is obviously more important than the element j |
7 | Comparing the two elements, the element i is strongly more important than the element j |
9 | Comparing the two elements, the element i is absolutely more important than the element j |
2,4,6,8 | Intermediate value of the above two adjacent judgments |
reciprocal | When the importance of factor i for factor j is , then the importance of factor j for factor i is |
A | b1 | b2 | b3 | b4 | b1 | c1 | c2 | c3 | c4 | ||||||||
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
b1 | 1 | 7/8 | 7/4 | 7/3 | c1 | 1 | 8/6 | 8/6 | 7/4 | ||||||||
b2 | 9/7 | 1 | 8/4 | 8/3 | c2 | 6/7 | 1 | 6/6 | 6/4 | ||||||||
b3 | 5/7 | 5/8 | 1 | 5/4 | c3 | 6/7 | 7/6 | 1 | 6/4 | ||||||||
b4 | 4/7 | 4/8 | 5/5 | 1 | c4 | 4/7 | 4/6 | 4/6 | 1 | ||||||||
b2 | c5 | c6 | c7 | c8 | c9 | b3 | c10 | c11 | c12 | c13 | c14 | b4 | c15 | c16 | c17 | c18 | c19 |
c5 | 1 | 6/5 | 6/9 | 6/7 | 6/8 | c10 | 1 | 7/5 | 8/8 | 7/4 | 7/3 | c15 | 1 | 8/2 | 8/4 | 8/6 | 8/5 |
c6 | 5/6 | 1 | 4/9 | 5/7 | 5/8 | c11 | 5/7 | 1 | 5/8 | 5/4 | 5/3 | c16 | 2/8 | 1 | 2/4 | 2/6 | 2/5 |
c7 | 9/6 | 9/4 | 1 | 9/7 | 9/8 | c12 | 8/7 | 8/5 | 1 | 8/4 | 9/3 | c17 | 4/8 | 4/2 | 1 | 4/6 | 5/5 |
c8 | 7/6 | 7/5 | 7/9 | 1 | 7/8 | c13 | 4/7 | 4/5 | 4/8 | 1 | 4/3 | c18 | 6/8 | 6/2 | 6/5 | 1 | 6/5 |
c9 | 8/5 | 8/5 | 8/9 | 8/7 | 1 | c14 | 3/7 | 3/5 | 3/8 | 4/4 | 1 | c19 | 5/8 | 5/2 | 5/4 | 5/6 | 1 |
A | ||
---|---|---|
b1 | 0.300 | = 4.1658 = 0.0553 = 0.90 = 0.0614 < 0.1 |
b2 | 0.353 | |
b3 | 0.188 | |
b4 | 0.159 |
b1 | c1 | c2 | c3 | c4 | 4.1114 | 0.0371 | 0.90 | 0.0413 | |
0.316 | 0.253 | 0.263 | 0.168 | ||||||
b2 | c5 | c6 | c7 | c8 | c9 | 5.0456 | 0.0114 | 1.12 | 0.0102 |
0.169 | 0.135 | 0.265 | 0.197 | 0.234 | |||||
b3 | c10 | c11 | c12 | c13 | c14 | 5.1197 | 0.0299 | 1.12 | 0.0267 |
0.261 | 0.181 | 0.297 | 0.145 | 0.116 | |||||
b4 | c15 | c16 | c17 | c18 | c19 | 5.0080 | 0.0020 | 1.12 | 0.0018 |
0.321 | 0.080 | 0.168 | 0.230 | 0.201 |
First-Level Indicators | Second-Level Indicators | 1 Point | 2 Points | 3 Points | 4 Points | 5 Points |
---|---|---|---|---|---|---|
b1 | c1 | 24 (15.4%) | 10 (6.4%) | 28 (17.9%) | 36 (23.1%) | 58 (37.2%) |
c2 | 16 (10.3%) | 14 (9.0%) | 64 (41.0%) | 52 (33.3%) | 10 (6.4%) | |
c3 | 14 (9.0%) | 18 (11.5%) | 46 (29.5%) | 62 (39.7%) | 16 (10.3%) | |
c4 | 0 (0.0%) | 14 (9.0%) | 42 (26.9%) | 88 (56.4%) | 12 (7.7%) | |
b2 | c5 | 2 (1.3%) | 6 (3.8%) | 28 (17.9%) | 70 (44.9%) | 50 (32.1%) |
c6 | 2 (1.3%) | 0 (0.0%) | 46 (29.5%) | 68 (43.6%) | 40 (25.6%) | |
c7 | 8 (5.1%) | 2 (1.3%) | 32 (20.5%) | 34 (21.8%) | 80 (51.3%) | |
c8 | 4 (2.6%) | 2 (1.3%) | 52 (33.3%) | 62 (39.7%) | 36 (23.1%) | |
c9 | 70 (44.9%) | 36 (23.1%) | 40 (25.6%) | 10 (6.4%) | 0 (0.0%) | |
b3 | c10 | 54 (34.6%) | 36 (23.1%) | 10 (6.4%) | 4 (2.6%) | 52 (33.3%) |
c11 | 30 (19.2%) | 14 (9.0%) | 28 (17.9%) | 60 (38.5%) | 24 (15.4%) | |
c12 | 38 (24.4%) | 24 (15.4%) | 36 (23.1%) | 22 (14.1%) | 36 (23.1%) | |
c13 | 12 (7.7%) | 14 (9.0%) | 36 (23.1%) | 28 (17.9%) | 66 (42.3%) | |
c14 | 70 (44.9%) | 36 (23.1%) | 34 (21.8%) | 8 (5.1%) | 8 (5.1%) | |
b4 | c15 | 38 (24.4%) | 4 (2.6%) | 58 (37.2%) | 38 (24.4%) | 18 (11.5%) |
c16 | 0 (0.0%) | 8 (5.1%) | 62 (39.7%) | 72 (46.2%) | 14 (9.0%) | |
c17 | 0 (0.0%) | 18 (11.5%) | 8 (5.1%) | 38 (24.4%) | 92 (59.0%) | |
c18 | 72 (46.2%) | 50 (32.1%) | 16 (10.3%) | 14 (9.0%) | 4 (2.6%) | |
c19 | 66 (42.3%) | 52 (33.3%) | 28 (17.9%) | 4 (2.6%) | 6 (3.8%) |
First-Level Indicators | Evaluation Results | ||||||
---|---|---|---|---|---|---|---|
Very Poor | Poor | Moderate | Good | Excellent | Score | Performance | |
b1 | 0.098 | 0.088 | 0.283 | 0.357 | 0.174 | 3.421 | above moderate |
b2 | 0.128 | 0.066 | 0.250 | 0.286 | 0.270 | 3.504 | above moderate |
b3 | 0.261 | 0.162 | 0.177 | 0.150 | 0.251 | 2.971 | moderate |
b4 | 0.269 | 0.172 | 0.219 | 0.182 | 0.157 | 2.783 | below moderate |
Average | 3.264 | slightly above moderate |
Target Level A | Score | First-Level Indicators B | Score | Second-Level Indicators C | Score |
---|---|---|---|---|---|
Sustainable performance of Chinese emerging family farms | 3.264 | Financial performance b1 | 3.241 | Net income per family member (RMB) c1 | 3.603 |
Average sales growth rate in recent years c2 | 3.167 | ||||
Average profit growth rate in recent three years c3 | 3.308 | ||||
Average liability–asset ratio in recent three years c4 | 3.628 | ||||
Market performance b2 | 3.504 | Relationship with agricultural broker c5 | 4.026 | ||
Relationships with other agricultural business entities c6 | 3.923 | ||||
Customer satisfaction c7 | 4.128 | ||||
Bargaining power in supply chain c8 | 3.795 | ||||
Branding level c9 | 1.936 | ||||
Internal business process performance b3 | 2.971 | Pollution-free, green and organic agricultural products ratio c10 | 2.769 | ||
Ratio of wastes recycling and pollution-free treatment c11 | 3.218 | ||||
Number of farm regulations c12 | 2.962 | ||||
Length of land contract c13 | 3.782 | ||||
Number of registered trademarks c14 | 2.026 | ||||
Learning and growth performance b4 | 2.783 | Farmer’s education c15 | 2.962 | ||
Farmer’ age c16 | 3.590 | ||||
Adopting new technology or new variety c17 | 4.308 | ||||
Diversification of marketing channels c18 | 1.897 | ||||
Diversification of financing channels c19 | 1.923 |
Farm Type | Grain | Horticulture | Breeding | Combination of Planting and Breeding | F | P |
---|---|---|---|---|---|---|
Financial | 3.441 ± 0.711 | 3.428 ± 0.868 | 3.062 ± 1.071 | 3.632 ± 0.754 | 1.231 | |
Market | 3.530 ± 0.516 | 3.673 ± 0.426 | 3.227 ± 0.595 | 3.512 ± 0.672 | 1.609 | |
Internal business process | 2.735 ± 0.871 | 3.146 ± 0.647 | 2.820 ± 0.976 | 3.318 ± 0.810 | 2.669 | 0.029 |
Leaning and growth | 2.879 ± 0.661 | 2.637 ± 0.721 | 2.627 ± 0.722 | 2.866 ± 0.794 | 0.694 | |
Overall | 3.250 ± 0.389 | 3.336 ± 0.490 | 3.006 ± 0.596 | 3.409 ± 0.393 | 2.588 | 0.037 |
Region | Eastern | Central | Western | F | P |
---|---|---|---|---|---|
Financial | 3.498 ± 0.693 | 3.231 ± 0.955 | 3.724 ± 0.528 | 2.597 | 0.031 |
Market | 3.560 ± 0.509 | 3.523 ± 0.544 | 3.419 ± 0.647 | 0.337 | |
Internal business process | 3.120 ± 0.759 | 2.971 ± 0.883 | 2.826 ± 0.897 | 0.553 | |
Learning and growth | 3.000 ± 0.640 | 2.798 ± 0.744 | 2.563 ± 0.673 | 2.842 | 0.017 |
Overall | 3.370 ± 0.427 | 3.216 ± 0.540 | 3.263 ± 0.292 | 0.682 |
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Chen, N.; Yang, X.; Shadbolt, N. The Balanced Scorecard as a Tool Evaluating the Sustainable Performance of Chinese Emerging Family Farms—Evidence from Jilin Province in China. Sustainability 2020, 12, 6793. https://doi.org/10.3390/su12176793
Chen N, Yang X, Shadbolt N. The Balanced Scorecard as a Tool Evaluating the Sustainable Performance of Chinese Emerging Family Farms—Evidence from Jilin Province in China. Sustainability. 2020; 12(17):6793. https://doi.org/10.3390/su12176793
Chicago/Turabian StyleChen, Nan, Xinglong Yang, and Nicola Shadbolt. 2020. "The Balanced Scorecard as a Tool Evaluating the Sustainable Performance of Chinese Emerging Family Farms—Evidence from Jilin Province in China" Sustainability 12, no. 17: 6793. https://doi.org/10.3390/su12176793
APA StyleChen, N., Yang, X., & Shadbolt, N. (2020). The Balanced Scorecard as a Tool Evaluating the Sustainable Performance of Chinese Emerging Family Farms—Evidence from Jilin Province in China. Sustainability, 12(17), 6793. https://doi.org/10.3390/su12176793