Quantitative · finished

Why people leave — burnout between workload and turnover intent

Synthetic data, 200 respondents, 6 columns, four steps — the shape of the variables, correlations, a mediation analysis, and a hierarchical regression (controls, cause, mediator)

Research question — Does workload raise turnover intent by way of burnout?

Synthetic practice data — not a real survey

Raw data 기제_업무량_소진_이직의도.csv · 200 rows

Synthetic practice data — not a real survey and not any organization’s data. A seeded generator in the repository builds the 200-row sample with a workload → burnout → turnover-intent path planted as coefficients, so the indirect effect is really there (the planted coefficients are written in that generator). Planted values and measured values differ: the generator also planted a small direct effect, but in this sample the engine did not find it significant — the verdict this sample shows is the engine’s. Every table and APA sentence is a measured result produced by running the repository’s own engines.

respondenttenure_yearsageworkloadburnoutturnover_intent
R00116522.42.41.7
R0022264.13.84.5
R00317413.23.42.7
R0049273.83.33.1
R00519363.22.32.3

The study, step by step — what was actually produced

  1. ① The shape — all five columns at once

    Mean, standard deviation, range, skewness and kurtosis for the two controls (tenure, age) and for cause, mediator and outcome. Look at how each variable is shaped before asking about mechanism — a variable piled up on one side changes how the later coefficients read.

    Descriptive statistics were computed for tenure_years and 4 other variables (N = 200). For tenure_years, M = 13.09, SD = 7.11, Mdn = 13.50, range = 1.00–25.00. Skewness = 0.01 and kurtosis = -1.20, within normal range. For age, M = 41.78, SD = 10.30, Mdn = 42.00, range = 24.00–58.00. Skewness = -0.10 and kurtosis = -1.28, within normal range. For workload, M = 3.08, SD = 0.61, Mdn = 3.10, range = 1.40–4.60. Skewness = -0.13 and kurtosis = 0.27, within normal range. For burnout, M = 2.69, SD = 0.59, Mdn = 2.70, range = 1.00–4.10. Skewness = -0.01 and kurtosis = -0.42, within normal range. For turnover_intent, M = 2.45, SD = 0.69, Mdn = 2.45, range = 1.00–4.50. Skewness = 0.04 and kurtosis = -0.49, within normal range. No missing data were present.
  2. ② Correlation — what moves together

    Cause, mediator and outcome make three pairs. What you can see here stops at “they move together” — a correlation matrix cannot say what travels through what. That is why the next step exists.

    A Pearson correlation analysis was conducted (N = 200). burnout and workload were significantly correlated in a positive direction, r = .59, 95% CI [.49, .67], p < .001. turnover_intent and workload were significantly correlated in a positive direction, r = .42, 95% CI [.30, .53], p < .001. turnover_intent and burnout were significantly correlated in a positive direction, r = .65, 95% CI [.57, .73], p < .001.
  3. ③ Mediation — does it travel through burnout

    Does workload (X) reach turnover intent (Y) by way of burnout (M)? Baron and Kenny’s three steps come with a bootstrap confidence interval, and the decision sits on whether the indirect effect’s interval contains zero. Full or partial mediation is the engine’s verdict too — this sample carries that verdict as it came.

    Baron & Kenny (1986) mediation analysis with bootstrap testing was conducted (N = 200) to examine whether burnout mediates the effect of workload on turnover_intent. A mediation analysis examined whether burnout mediates the relationship between workload and turnover_intent. The total effect of workload on turnover_intent was significant (c = 0.478, p < .001). The direct effect, controlling for burnout, was not significant (c′ = 0.069, p = .357). The indirect effect (a×b) was 0.408, with a bootstrap 95% CI [0.311, 0.509] based on 5000 resamples. As the CI did not include zero, the indirect effect was significant, indicating full mediation.
  4. ④ Hierarchical regression — how much each block adds

    Enter the two controls first, then the cause, then the mediator. Each block reports the gain in explained variance and whether that gain is significant. It is the same question wearing another face: mediation asks whether the path exists, this asks how much explanatory power the path brings. VIF comes with it, answering whether the predictors are too much alike.

    A hierarchical regression was conducted to predict turnover_intent (N = 200). In Step 1, tenure_years, age were added. The model explained 8.5% of variance, R² = 0.0845, adjusted R² = 0.0752. In Step 2, workload were added. The model explained 25.3% of variance, R² = 0.2531, adjusted R² = 0.2416, ΔR² = 0.1685, ΔF(1, 196) = 44.228, p < .001. In Step 3, burnout were added. The model explained 45.9% of variance, R² = 0.4589, adjusted R² = 0.4478, ΔR² = 0.2059, ΔF(1, 195) = 74.196, p < .001. age was a significant predictor of turnover_intent (B = 0.012, β = 0.179, t = 3.313, p = .001). burnout was a significant predictor of turnover_intent (B = 0.669, β = 0.573, t = 8.614, p < .001). Multicollinearity was assessed using the variance inflation factor; the maximum VIF was 1.62 (workload, based on final-step predictors), indicating no serious multicollinearity.

Key results

Codebook — variables and values

A description of the data — not a statistical result.

VariableLabelValues
respondentRespondent numberR001–R200
tenure_yearsTenure in years (control)1–25 years
ageAge (control)24–58
workloadWorkload — cause (X)1–5 Likert mean
burnoutBurnout — mediator (M)1–5 Likert mean
turnover_intentTurnover intent — outcome (Y)1–5 Likert mean

① The shape — Descriptive statistics

Total N = 200, Total missing = 0

VariableNMeanStd. DeviationVarianceStd. ErrorMedianQ1Q3MinimumMaximumSkewnessKurtosis
tenure_years20013.097.1150.590.50313.56.019.01.025.00.015-1.197
age20041.7810.30106.120.72842.033.051.224.058.0-0.104-1.280
workload2003.080.610.370.0433.12.73.51.44.6-0.1300.271
burnout2002.690.590.340.0422.72.33.11.04.1-0.015-0.419
turnover_intent2002.450.690.470.0482.51.93.01.04.50.045-0.489

② Correlation — Pearson correlation matrix

N = 200 (pairwise) · Each cell: r (p) · Significant correlations: burnout↔workload(r=0.588, p=< .001, positive), turnover_intent↔workload(r=0.424, p=< .001, positive), turnover_intent↔burnout(r=0.653, p=< .001, positive)

Variableworkloadburnoutturnover_intent
workload1
burnout0.588 (< .001)1
turnover_intent0.424 (< .001)0.653 (< .001)1

③ Mediation — Mediation analysis — dependent variable: turnover_intent

N=200 · Bootstrap 5000 resamples, percentile method · workload→burnout: indirect=0.408, SE=0.051, 95% CI [0.311, 0.509], significant (full mediation)

MediatorIndependentStepB (unstd.)β (std.)p / CI
burnoutworkloadStep 1: X→Y (total)0.4780.424< .001
Step 2: X→M0.5670.588< .001
Step 3: X→Y | M (direct c′)0.0690.062.357
Step 3: M→Y | X0.7200.616< .001
Indirect effect (a×b)0.4080.363CI[0.311,0.509]
Decisionfull mediationMediation ratio=85.5%

④ Hierarchical regression — Hierarchical regression results for turnover_intent

Dependent variable: turnover_intent · N = 200

ModelVariableBSEβtpVIF
Controls(Constant)1.5230.2226.867< .001-
tenure_years0.0130.0070.1382.014.0451.01
age0.0180.0050.2703.940< .0011.01
R²=0.0845, Adjusted R²=0.0752, F=9.095, p=< .001
Cause(Constant)0.1830.2850.644.520-
tenure_years0.0030.0060.0270.422.6731.08
age0.0180.0040.2724.384< .0011.01
workload0.4790.0720.4256.650< .0011.07
R²=0.2531, Adjusted R²=0.2416, F=22.137, p=< .001, ΔR²=0.169
Mediator(Constant)-0.1750.246-0.712.477-
tenure_years0.0010.0050.0130.235.8151.08
age0.0120.0040.1793.313.0011.05
workload0.1010.0760.0891.334.1841.62
burnout0.6690.0780.5738.614< .0011.59
R²=0.4589, Adjusted R²=0.4478, F=41.351, p=< .001, ΔR²=0.206

Representative quotes

Every quote is a sentence that exists in the raw data (excerpt-existence check passed).

    Paper-ready tables

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