The actual information pertains to the third quarter. As part of the budgeting process, the Duck Decoy Department of Paralith Incorporated had developed the following static budget for the third quarter. Duck Decoy is in the process of preparing the flexible budget and understanding the results.
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)
The flexible-budget variance for variable costs is ________. (Round the final answer to the nearest dollar.)
◦ $17,000 favorable
◦ $33,400 unfavorable
◦ $17,000 unfavorable
◦ $63,000 favorable