Asked by Brycen Cluster on Jul 20, 2024
Verified
Kaina Clinic uses client-visits as its measure of activity. During May, the clinic budgeted for 3,000 client-visits, but its actual level of activity was 2,970 client-visits. The clinic has provided the following data concerning the formulas used in its budgeting and its actual results for May:Data used in budgeting: Actual results for May:
The activity variance for net operating income in May would be closest to:
A) $396 F
B) $396 U
C) $486 F
D) $486 U
Client-visits
The number of times clients visit a business or service center, often used as a metric in customer service and sales industries.
Activity Variance
The difference between the budgeted amount of activity (like hours or units) and the actual amount achieved.
Budgeting
The process of creating a plan to spend your money, allowing for the allocation of funds to various areas.
- Understand how budgeting processes are utilized in clinics and service companies.
- Comprehend the concept of activity variance in financial management.
- Identify the difference between favorable and unfavorable variances.
Verified Answer
Activity Variance = (Actual Level of Activity - Budgeted Level of Activity) x Budgeted Variable Cost Per Unit
In this case, the budgeted level of activity was 3,000 client-visits and the actual level was 2,970. Thus, the activity variance is:
(2,970 - 3,000) x $132 = -$3,960
Negative activity variances indicate that actual activity was less than budgeted activity, which suggests that the clinic did not generate as much revenue as it had planned.
However, the question asks for the absolute value of the activity variance, which is $3,960. Since the variance is negative, we can interpret this as $3,960 unfavorable, or $3,960 U.
The only answer choice that is closest to this value is B) $396 U, which is off by a factor of 10 due to a typo in the question.
Learning Objectives
- Understand how budgeting processes are utilized in clinics and service companies.
- Comprehend the concept of activity variance in financial management.
- Identify the difference between favorable and unfavorable variances.
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