Rent Split worksheet

1. Rent per person: Person 1 $1,016.19; Person 2 $787.62; Person 3 $696.19

1. Find the shared space: take the bedrooms away from the whole home

   $875-200+120+88$$=467$

2. Give each person their own room plus an equal slice of the shared space

   $\text{room +}\frac{467}{3}$$=\text{room +}155.6667$

3. Find the price of each square foot (or square meter) by dividing the rent by the whole home

   $\frac{\mathrm{\$2,500.00}}{875}$$=2.8571$

4. Person 1 pays for their area at that price (before rounding to the cent)

   $355.6667\times 2.857143$$=\mathrm{\$1,016.19}$

5. Rent for each person, rounded to the cent so the amounts add up to the rent

   $\text{Person 1 \$1,016.19; Person 2 \$787.62; Person 3 \$696.19}$

2. Rent per person: Person 1 $933.34; Person 2 $933.33; Person 3 $933.33

1. Equal split: the rent divided by 3 people (to the cent)

   $\frac{\mathrm{\$2,800.00}}{3}$$=\mathrm{\$933.33}$

2. Rent for each person, rounded to the cent so the amounts add up to the rent

   $\text{Person 1 \$933.34; Person 2 \$933.33; Person 3 \$933.33}$

3. Rent per person: Person 1 $916.67; Person 2 $916.67; Person 3 $916.66

1. Equal split: the rent divided by 3 people (to the cent)

   $\frac{\mathrm{\$2,750.00}}{3}$$=\mathrm{\$916.67}$

2. Rent for each person, rounded to the cent so the amounts add up to the rent

   $\text{Person 1 \$916.67; Person 2 \$916.67; Person 3 \$916.66}$

4. Rent per person: Person 1 $672.22; Person 2 $688.89; Person 3 $638.89

1. Find the shared space: take the bedrooms away from the whole home

   $\mathrm{1,200}-150+160+130$$=760$

2. Give each person their own room plus an equal slice of the shared space

   $\text{room +}\frac{760}{3}$$=\text{room +}253.3333$

3. Find the price of each square foot (or square meter) by dividing the rent by the whole home

   $\frac{\mathrm{\$2,000.00}}{\mathrm{1,200}}$$=1.6667$

4. Person 1 pays for their area at that price (before rounding to the cent)

   $403.3333\times 1.666667$$=\mathrm{\$672.22}$

5. Rent for each person, rounded to the cent so the amounts add up to the rent

   $\text{Person 1 \$672.22; Person 2 \$688.89; Person 3 \$638.89}$

5. Rent per person: Person 1 $562.50; Person 2 $562.50; Person 3 $562.50; Person 4 $562.50

1. Equal split: the rent divided by 4 people (to the cent)

   $\frac{\mathrm{\$2,250.00}}{4}$$=\mathrm{\$562.50}$

2. Rent for each person, rounded to the cent so the amounts add up to the rent

   $\text{Person 1 \$562.50; Person 2 \$562.50; Person 3 \$562.50; Person 4 \$562.50}$

6. Rent per person: Person 1 $1,154.87; Person 2 $1,026.55; Person 3 $718.58

1. Add up everyone's income

   $\mathrm{\$45,000.00}+\mathrm{\$40,000.00}+\mathrm{\$28,000.00}$$=\mathrm{\$113,000.00}$

2. Find Person 1's share of the rent: their part of the combined income

   $\frac{\mathrm{\$45,000.00}}{\mathrm{\$113,000.00}}$$=\mathrm{39.823\%}$

3. Rent for each person, rounded to the cent so the amounts add up to the rent

   $\text{Person 1 \$1,154.87; Person 2 \$1,026.55; Person 3 \$718.58}$

7. Rent per person: Person 1 $648.65; Person 2 $810.81; Person 3 $540.54

1. Add up everyone's income

   $\mathrm{\$36,000.00}+\mathrm{\$45,000.00}+\mathrm{\$30,000.00}$$=\mathrm{\$111,000.00}$

2. Find Person 1's share of the rent: their part of the combined income

   $\frac{\mathrm{\$36,000.00}}{\mathrm{\$111,000.00}}$$=\mathrm{32.4324\%}$

3. Rent for each person, rounded to the cent so the amounts add up to the rent

   $\text{Person 1 \$648.65; Person 2 \$810.81; Person 3 \$540.54}$

8. Rent per person: Person 1 $1,436.17; Person 2 $765.96; Person 3 $497.87

1. Add up everyone's income

   $\mathrm{\$75,000.00}+\mathrm{\$40,000.00}+\mathrm{\$26,000.00}$$=\mathrm{\$141,000.00}$

2. Find Person 1's share of the rent: their part of the combined income

   $\frac{\mathrm{\$75,000.00}}{\mathrm{\$141,000.00}}$$=\mathrm{53.1915\%}$

3. Rent for each person, rounded to the cent so the amounts add up to the rent

   $\text{Person 1 \$1,436.17; Person 2 \$765.96; Person 3 \$497.87}$

9. Rent per person: Person 1 $949.57; Person 2 $859.13; Person 3 $791.30

1. Find the shared space: take the bedrooms away from the whole home

   $\mathrm{1,150}-180+140+110$$=720$

2. Give each person their own room plus an equal slice of the shared space

   $\text{room +}\frac{720}{3}$$=\text{room +}240$

3. Find the price of each square foot (or square meter) by dividing the rent by the whole home

   $\frac{\mathrm{\$2,600.00}}{\mathrm{1,150}}$$=2.2609$

4. Person 1 pays for their area at that price (before rounding to the cent)

   $420\times 2.26087$$=\mathrm{\$949.57}$

5. Rent for each person, rounded to the cent so the amounts add up to the rent

   $\text{Person 1 \$949.57; Person 2 \$859.13; Person 3 \$791.30}$

10. Rent per person: Person 1 $706.45; Person 2 $590.32; Person 3 $503.23

1. Find the shared space: take the bedrooms away from the whole home

   $620-180+140+110$$=190$

2. Give each person their own room plus an equal slice of the shared space

   $\text{room +}\frac{190}{3}$$=\text{room +}63.3333$

3. Find the price of each square foot (or square meter) by dividing the rent by the whole home

   $\frac{\mathrm{\$1,800.00}}{620}$$=2.9032$

4. Person 1 pays for their area at that price (before rounding to the cent)

   $243.3333\times 2.903226$$=\mathrm{\$706.45}$

5. Rent for each person, rounded to the cent so the amounts add up to the rent

   $\text{Person 1 \$706.45; Person 2 \$590.32; Person 3 \$503.23}$