Wisconsin Real Estate Math Practice: Transfer Fee, Commission, and Proration
Practice the math problems tested on the Wisconsin real estate exam, including the Real Estate Transfer Fee, commission splits, loan calculations, and closing cost prorations.
Wisconsin Real Estate Math Practice
The Wisconsin real estate exam tests math in both the national and state sections. The Real Estate Transfer Fee is a Wisconsin-specific calculation that requires separate study. Here is a comprehensive guide to every math category you should prepare.
Wisconsin Real Estate Transfer Fee
The Wisconsin Real Estate Transfer Fee is $0.30 per $100 of the sale price (equivalently, $3 per $1,000). It is paid by the seller and collected by the register of deeds at closing.
Formula: (Sale price / 100) x $0.30 — or — (Sale price / 1,000) x $3
Example 1: A home sells for $285,000. What is the Wisconsin Real Estate Transfer Fee?
- $285,000 / 1,000 x $3 = $855
Example 2: A commercial property sells for $1,450,000. Calculate the transfer fee.
- $1,450,000 / 1,000 x $3 = $4,350
Example 3: The transfer fee on a residential sale was $672. What was the approximate sale price?
- $672 / $3 x $1,000 = $224,000
Unlike West Virginia's excise tax, there is no rounding-up step in the Wisconsin transfer fee — the formula is a direct multiplication.
Commission Calculations
Example: A Wisconsin home sells for $395,000. The listing contract specifies a 5.5% total commission, split 50/50 between listing and buyer's broker. The listing salesperson earns 65% of the listing broker's commission. How much does the listing salesperson earn?
- Total commission: $395,000 x 0.055 = $21,725
- Listing broker's share (50%): $21,725 / 2 = $10,862.50
- Listing salesperson (65%): $10,862.50 x 0.65 = $7,060.63
Loan-to-Value and Down Payment
Example: A Wisconsin buyer purchases a home for $320,000 with a conventional loan requiring 20% down. The lender charges 1.5 points. How much are the points in dollars?
- Down payment: $320,000 x 0.20 = $64,000
- Loan amount: $320,000 - $64,000 = $256,000
- Points: $256,000 x 0.015 = $3,840
Proration Problems
Example: Annual property taxes in Milwaukee County are $5,200. Closing is scheduled for August 15. Taxes are paid in arrears (not yet paid for the year). How much does the seller owe the buyer at closing? (Use 365-day method; buyer owns closing day.)
- Days Jan 1 through Aug 14 = 226 days
- Daily tax rate: $5,200 / 365 = $14.247/day
- Seller's proration: 226 x $14.247 = $3,219.82 (credited to buyer at closing)
Net Proceeds Calculation
Example: A Wisconsin seller's home closes at $415,000. She pays a 5.5% commission, $855 transfer fee, and $1,200 in title costs. What are her approximate net proceeds?
- Commission: $415,000 x 0.055 = $22,825
- Transfer fee: $415,000 / 1,000 x $3 = $1,245
- Title costs: $1,200
- Total deductions: $22,825 + $1,245 + $1,200 = $25,270
- Net proceeds: $415,000 - $25,270 = $389,730
Practice Tips
The transfer fee formula ($0.30 per $100) is simple but unfamiliar to candidates who studied national-only materials. Commit it to memory. For proration problems, always determine which party owns the closing day before calculating — in Wisconsin, buyer agency agreements typically follow the buyer-owns-closing-day convention.
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