The actual information pertains to the month of June. As a part of the budgeting process, Great Cabinets Company developed the following static budget for June. Great Cabinets is in the process of preparing the flexible budget and understanding the results.
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)
The flexible budget will report ________ for the fixed costs.
◦ $303,820
◦ $270,600
◦ $530,200
◦ $246,000