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REAL ESTATE MATH QUIZ QUESTIONS AND 100% CORRECT ANSWERS 2026

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REAL ESTATE MATH QUIZ QUESTIONS AND 100% CORRECT ANSWERS Q.Real Estate Commission: A real estate sales associate's agreement with their broker gives the sales associate 60% of all commissions earned by the firm. If a property sells for $145,000 and the firm earns a 6% commission, what would be the sales associate's share? A. $3,480 B. $5,220 C. $8,700 D. $9,870 - ANSWERS-B. $145,000 x 0.6 commission = $8,700. 60% of $8,700 = $5,220. Q.Net listing: A seller wants to net $50,000 after paying off a loan of $65,000 and a real estate commission of 5%. Which list price would give the seller his or her net? A. $106,500 B. $120,750 C. $120, 950 D. $121, 053 - ANSWERS-D. $50,000 (seller's net) + $65,000 (loan payoff amount) = $115,000 (total) 100% - 5% (commission rate) = 95% (or .95) $115,000 (total) ÷ .95 = $121,052.63 (listing price) Q.Profit or Loss: A property was purchased for $140,000 and later sold for $156,500. Which represents the profit percentage earned in this transaction? A. 5% B. 8% C. 10% D. 12% - ANSWERS-D. Divide what is made by what is paid. $156,500 (purchase price) - $140,000 (sales price) = $16,500 (amount made). $16,500 (amount made) ÷ $140,000 (amount paid) = .117857 or 12% Q.Principal & interest with amortized or level payment loan: How much of the second loan payment would apply to principal if the loan was originally $175,000 at 6% over 30 years with a monthly payment of $1,049.21? A. $174.21 B. $175.08 C. $874.13 D. $875 - ANSWERS-B. Formula: Principal x Rate x Time (in months) = Interest. $175,000 (initial loan) x 6% (interest) = $10,500 (12 mo. interest) $10,500 ÷ 12 = $875 (1st month interest) $1,049.21 (payment) ‐ $875 (interest part) = $174.21 (1st mo. principal part). $175,000 (original balance) ‐ $174.21 (principal paid) = $174,825.79 (new loan balance) $174,825.79 (balance at start of 2nd mo.) x 6% = $10,489.55 (12 mo. interest) $10,489.55 ÷ 12 = $874.13 (2nd month interest) $1,049.21 (payment) ‐$874.13 (interest part) = $175.08 (2nd mo. principal part) Q.Interest only loans: If an interest only loan has monthly payments of $825 and an interest rate of 5%, what was the original loan balance? A. $156,000 B. $165,000 C. $178,000 D. $198,000 - ANSWERS-D. $825 (monthly payment) x 12 months = $9,900 (1 year of payments) $9,900 ÷ .05 (5% interest) = $198,000 (original loan balance) Q.# Lots for a parcel of land:

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REAL ESTATE MATH
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REAL ESTATE MATH

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REAL ESTATE MATH QUIZ QUESTIONS AND
100% CORRECT ANSWERS


\Q\.Real Estate Commission:


A real estate sales associate's agreement with their broker gives the sales
associate 60% of all commissions earned by the firm. If a property sells for
$145,000 and the firm earns a 6% commission, what would be the sales
associate's share?


A. $3,480
B. $5,220
C. $8,700

D. $9,870 - ANSWERS✔-B.


$145,000 x 0.6 commission = $8,700.


60% of $8,700 = $5,220.


\Q\.Net listing:


A seller wants to net $50,000 after paying off a loan of $65,000 and a real estate
commission of 5%. Which list price would give the seller his or her net?

,A. $106,500
B. $120,750
C. $120, 950

D. $121, 053 - ANSWERS✔-D.


$50,000 (seller's net) + $65,000 (loan payoff amount)
= $115,000 (total)


100% - 5% (commission rate) = 95% (or .95)
$115,000 (total) ÷ .95 = $121,052.63 (listing price)


\Q\.Profit or Loss:


A property was purchased for $140,000 and later sold for $156,500. Which
represents the profit percentage earned in this transaction?


A. 5%
B. 8%
C. 10%

D. 12% - ANSWERS✔-D.


Divide what is made by what is paid.

, $156,500 (purchase price) - $140,000 (sales price)
= $16,500 (amount made).


$16,500 (amount made) ÷ $140,000 (amount paid) = .117857 or 12%


\Q\.Principal & interest with amortized or level payment loan:


How much of the second loan payment would apply to principal if the loan was
originally $175,000 at 6% over 30 years with a monthly payment of $1,049.21?


A. $174.21
B. $175.08
C. $874.13

D. $875 - ANSWERS✔-B.


Formula:
Principal x Rate x Time (in months) = Interest.


$175,000 (initial loan) x 6% (interest) = $10,500 (12 mo. interest)
$10,500 ÷ 12 = $875 (1st month interest)




$1,049.21 (payment) - $875 (interest part) = $174.21 (1st mo. principal part).

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