Answer:
(C)8250 U
Explanation:
The Projected Revenue is given below:[tex]\left|\begin{array}{|c|c||c}&Fixed \: Element \: Per \:Month& Variable Element \:Per \:Client\: Visit\\----------&---------&----------\\Revenue & -& 36.00 \\Personnel \: expenses & 28,000 & 12.00 \\Medical \: supplies & 2,000 & 6.00 \\Occupancy \: expenses & 11,000 &1.00 \\Administrative expenses & 7,000 & 0.10\\Total \:expenses&48,000 & 19.10 \end{array} \right|[/tex]
The actual spending in January is:
[tex]\left|\begin{array}{c|c}Item & Amount \\----------&---------&\\Revenue & 124,750 \\ Personnel\: expenses & 70,500\\Medical\: supplies & 21,050 \\Occupancy\: expenses & 14,000\\Administrative\: expenses & 7,850\end{array} \right|[/tex]
Total Actual Expense=$113,400
Total Actual Revenue=$124,750
Total Projected Income(at 4600 clients)=$165,600
Total Projected Expenditure(at 4600 clients)=57200+29600+15600+70460=$138,000
Since the expected income and revenue is greater than the actual income and revenue, the overall variance would be closest to $8250 Unfavourable.