In: Finance
•Calculate the variance analysis for the information provided below using this problem and the formula provided to you.
Data:
Budget | Actual | Variance | |
Total Payroll Cost | $65,600.00 | $78,627.50 | $13,027.50 |
Total Nursing Hours | 1600 | 1850 | 250 |
Composite Hourly Pay Rate | $30.00 | $33.00 | $3.00 |
Patient Days | 350 | 375 | 25 |
Formulas to use in calculations for variance analysis:
Step #1: Compute the Efficiency Variance.
Budgeted nursing hours / Budgeted patient days = HPPD Budgeted
Actual nursing hours / Actual patient days = HPPD Actual
HPPD Actual - HPPD Budgeted
Actual patient days X extra nursing care hours = Total extra
Total extra X Budgeted hourly wage = Efficiency (in dollars)
Step #2: Compute the volume variance.
Actual patient days - Budgeted patient days = A
A X Budgeted HPPD = B
B X Budgeted pay = V (dollars)
Step #3: Compute the cost variance.
Actual $ paid - Budgeted $ paid = D
D X Actual hours worked = C (dollars)
Step #4: Calculate the Budget Variance.
Efficiency + Volume + Cost = Budget Variance
Step #1: Compute the Efficiency Variance. | |
Budgeted nursing hours / Budgeted patient days = HPPD Budgeted | 4.57 |
Actual nursing hours / Actual patient days = HPPD Actual | 4.93 |
HPPD Actual - HPPD Budgeted | 0.36 |
Actual patient days X extra nursing care hours = Total extra | 135.71 |
Total extra X Budgeted hourly wage = Efficiency (in dollars) | $ 4,071.43 |
Budgeted nursing hours | 1,600.00 |
Budgeted patient days | 350.00 |
Actual nursing hours | 1,850.00 |
Actual patient days | 375.00 |
extra nursing care hours | 0.36 |
Budgeted hourly wage | 30.00 |
Actual hourly wage | 33.00 |
Step #2: Compute the volume variance. | |
Actual patient days - Budgeted patient days = A | 25.00 |
A X Budgeted HPPD = B | 114.29 |
B X Budgeted pay = V (dollars) | $ 3,428.57 |
Step #3: Compute the cost variance. | |
Actual $ paid - Budgeted $ paid = D | 3.00 |
D X Actual hours worked = C (dollars) | $ 5,550.00 |
Step #4: Calculate the Budget Variance. | |
Efficiency + Volume + Cost = Budget Variance | $ 13,050.00 |