Pasture Rent

Body

Pasture Cash Rental Rates

One of the most common questions fielded by Extension pertains to rental rates. In Illinois, pasture land can be variable not just county to county, but also farm to farm. Because of this variation, a producer needs to use tools and resources as a guide in renting pasture, but ultimately the value or rental rate is a figure that can be agreed upon by the two parties involved in the rental agreement. 

 Websites, such as USDA’s National Agriculture Statistics Service, can be extremely beneficial when obtaining a base price. They allow a producer to reference survey data for renting pasture within their county. Understanding the information provided is the most important part. For instance, Pike county’s average pasture rental rate was $55/acre in 2010. In 2016, it had dropped to $42/acre. However, between these years the price had fluctuated even more so.

 Many factors, such as acreage, terrain, forest, water access, quality of fence, ease of loading/unloading, and others, play an integral part in determining the rental rate per pasture. 

 The number listed on the NASS site is an average of survey responses for that county. Even in one county, the pasture rent can vary. One producer that has been renting land from the same owner for generations could be paying less than a renter that has just started.  For instance, if an average for one county reads to be $33/acre one producer could be paying $10/acre while another pays $56/acre. 

 Some producers will pay pasture rent based on the land value. A rule of thumb for charging rented land is to take the overall value of the land and multiply it by 3%. For example, if a land owner paid $3,400/acre for pasture than the expected rent for that land would be $102/acre. This is a popular method in row crop, cash rent formulas and is just one way to calculate your own pasture rent value. 

 Knowing there are several factors that dictate rent value, it truly only matters if a renter and land owner can agree on a price. Be willing to negotiate and come into the discussion open minded. This will ensure the best results for both involved individuals

Body

Calculating Your Own Pasture Rent

 There are many factors that play a role in determining pasture rent. While looking at tables, graphs, and maps can be helpful, it may be beneficial to calculate rent based off of hay price, land value, or stocking rate. Every situation is unique and for that there are many different calculations that can be made to determine the rent for any pasture.   

Options for calculating pasture rent:

  • Based off of hay price (forage value)
  • Percentage of land value
  • Using AUM value

Forage Value

This method is based on the amount of forage that the land will produce and what hay is worth. To use this equation for calculating pasture rent, start with the value of the hay and subtract the costs to harvest the forage, to transport the livestock, and the time needed to travel and check livestock. The end number will give a maximum that would be paid for the forage.

  • Formula: [Value of hay/ton—expenses = max. value of pasture rent] 

Also, suggested by Iowa State Extension Economists, producers can take the value of their hay and multiply it by 25% or 35% depending upon type of forage. Use a 25% for grass hay during grazing season for pasture, and 35% for an established hay stand.

  • Formula: [Price of hay/ton x 25% or 35% depending on forage = rent/acre]

Return on Investment

Another option for determining pasture rent is using the Return on Investment method. This is usually based upon interest rates at a bank. Right now, that rate is considerably lower around 3 to 4%. This means that if you can buy an acre of land for $3,400 and your bank is charging you an interest rate of 4% on your loan you can break even on payments if you are charging $136/acre of pasture. This method is especially popular for tillable, row crop land, but can still be useful for setting a base price for pasture rent.

  • Formula: [$3400/acre x 4% = $136/acre]. 

AUM (Animal Unit Months)

This value can be useful when stocking rate is fluctuated on an average. This method is a formula that uses forage quality and price of hay and makes it easy to plug in numbers to get quick results. One AUM is the amount of forage that a 1,000 lb. cow will need to sustain herself and her calf for 30 days, roughly 26.1 pounds per day.

This table gives examples of factors that go into figuring pasture quality and how to use them for AUM. Source: Onpasture.com 
C = Pasture Quality FactorDescription
0.12Unimproved, poor condition
0.15Fair to good pasture management
0.18Very good pasture management
0.20Excellent meadow (grass and legumes)
0.22Lush legume pasture

 

  • Formula: [Number of Animal Units x Average Hay Price Out of the Field Per Ton x Pasture Quality Factor = Rate Per Head Per Month] 

Using a 1200 lb. cow with her calf at side at a time when hay is $100/ton and the pasture you are renting is of high quality grass and legumes, the equation would be as follows: 1.20 AU x $100/ton x .20 Quality Factor = $24/AUM 

Remember that there are always other determining factors in price of pasture such as quality of fence, water and shade availability, proximity, quality of forage, etc., and that you as the producer have to do what works for your operation. 

 

This table shows forage production (tons per acre) and animal unit months per acre for various grasses. Taken from Onpasture.com 
Grass TypeTons/AcreAUM/ACRE
Bluegrass, Unimproved1.0 to 1.53.0
Bluegrass, Improved (with Legume or Nitrogen)1.5 to 2.54.0
Birdsfoot Trwfoil and Grass3.0 to 4.05.0
Orchard or Brome Grass, Alone3.0 to 4.04.0
Orchard or Brome Grass (with Legume or Nitrogen)4.0 to 5.069.5
Warm Season Grasses4.0 to 5.04.0
Alfalfa, plus Grass4.0 to 6.06.0
Cornstalks0.5 to 1.00.7

* Rotational grazing can increase production about 25%.

 

Sources

Regional County Averages by Year

Northwest Region

Table 1. Northwest Region

County

2023

2022

2021

2020

2019

2017

2016

2014

Bureau

N/A

38

N/A

39

40

34

29

N/A

Carroll

56

54

62.5

57

54.5

58.5

51

44

Henry

51

54

39.5

56.5

56.5

58.5

54

N/A

Jo Daviess

50.5

43.5

34

41

44

N/A

36.5

48.5

Lee

N/A

N/A

50.5

63.5

N/A

47

46

N/A

Mercer

42

48.5

38.5

42

45

50

41.5

34

Ogle

59.5

58

65.5

54

57

64

48.5

43.5

Putnam

N/A

N/A

N/A

N/A

N/A

N/A

N/A

N/A

Rock Island

37

33.5

48.5

50

45.5

54

55.5

51

Stephenson

69.5

67.5

76

80

70

60.5

41.5

53

Whiteside

22

49.5

67

64

57

56

56.5

N/A

Winnebago

41.5

38.5

44

46.5

47

53.5

54

N/A

Other Counties

 

 

 

N/A

52

37.5

N/A

47

Northwest Region Avg

 

 

 

 

 

50.5

46.7

45.9

Northeast Region

Table 2. Northeast Region

County

2023

2022

2021

2020

2019

2017

2016

2014

De Kalb

37

N/A

N/A

N/A

55

35

35.5

N/A

Grundy

N/A

N/A

N/A

N/A

N/A

57

61.5

N/A

Kane

N/A

N/A

N/A

N/A

N/A

N/A

N/A

N/A

La Salle

33

N/A

33

37

38.5

38.5

40

N/A

Lake

N/A

N/A

N/A

100

N/A

66.5

99.5

N/A

McHenry

N/A

43

45

48

48.5

50

65.5

N/A

Other Counties

 

 

 

69.5

71

63.5

51

46.5

Northeast Region Avg

 

 

 

 

 

50

59

46.5

West Region

Table 3. West Region

County

2023

2022

2021

2020

2019

2017

2016

2014

Adams

50

49

46.5

N/A

36

40

43

40

Brown 

35.5

40.5

34.5

44

33

38.5

20

29.5

Fulton

39.5

41.5

41.5

39.5

40

28

30.5

34.5

Hancock

29

24

30.5

41

32

32.5

25.5

39

Henderson

38

34.5

52

47

43

39

33.5

33

Knox

29.5

34

37

36

34.5

26.5

29

28.5

McDonough

40

39.5

42

N/A

34.5

N/A

41

25

Schuyler

34

N/A

42.5

51

45

N/A

36

30.5

Warren

38

37.5

N/A

41.5

40

37

39

57.5

Other Counties

 

 

 

37

N/A

39

N/A

N/A

West Region Avg

 

 

 

 

 

32.5

33.1

35.3

Central Region

Table 4. Central Region

County

2023

2022

2021

2020

2019

2017

2016

2014

De Witt

44

53

43.5

51

N/A

N/A

50

44.5

Logan

45

57

53.5

55

48

33.5

30

28

Macon

N/A

N/A

N/A

N/A

37.5

N/A

42

28.5

Marshall

22.5

26

32

32

28

33.5

37

25

Mason

48.5

46.5

51.5

48

44.5

50

N/A

42

McLean

43.5

44

44

N/A

N/A

50

37

40

Menard

53.5

48.5

48

45

34

34

25.5

28.5

Peoria

N/A

22.5

25

33

21.5

31

30

35

Stark

N/A

N/A

N/A

47

N/A

44

N/A

33.5

Tazewell

39

37.5

36.5

46

41

47

32

35.5

Woodford

39

41.5

37.5

45

N/A

N/A

33

32

Other Counties

 

 

 

50.5

41.5

48.5

45

N/A

Central Region Avg

 

 

 

 

 

40

36.2

33.9

East Region

Table 5. East Region

County

2023

2022

2021

2020

2019

2017

2016

2014

Champaign

N/A

N/A

N/A

N/A

63

55.5

N/A

N/A

Iroquois

N/A

N/A

N/A

44

52

55

55

N/A

Livingston

N/A

N/A

N/A

N/A

61

38

41

N/A

Vermillion

49

60.5

52

56

N/A

51.5

48.5

N/A

Other Counties

 

 

 

58

61

63

52.5

40.5

East  Region Avg

 

 

 

 

 

47

49.3

40.5

West Southwest Region

Table 6. West Southwest Region

County

2023

2022

2021

2020

2019

2017

2016

2014

Bond

69.5

N/A

24

33

38

44

N/A

41.5

Calhoun

28

N/A

N/A

N/A

N/A

N/A

N/A

N/A

Cass

32

30

N/A

40

44.5

26.5

27

30

Christian

47

59.5

53.5

48

38

40

36.5

N/A

Greene

31

36.5

37.5

45

40.5

32

29.5

27

Jersey

N/A

N/A

N/A

N/A

35

N/A

N/A

N/A

Macoupin

N/A

39

46.5

37

31

33.5

33

33

Madison

50.5

N/A

38

N/A

50

32

37.5

N/A

Montgomery

25

N/A

45

39

30.5

35.5

34

31

Morgan

32

39.5

33

33

28.5

30

24

22.5

Pike

42

42.5

44.5

40

37

41

42

32

Sangamon

33

38

41

45

37

37.5

41

40.5

Scott

N/A

34

29.5

N/A

N/A

31.5

N/A

N/A

Other Counties

 

 

 

33

32

32.5

33

35

West Southwest Region Avg

 

 

 

 

 

34.5

33.8

32.5

East Southeast Region

Table 7. East Southeast Region

County

2023

2022

2021

2020

2019

2017

2016

2014

Clark

40

39.5

N/A

N/A

38

36.5

34.5

40

Clay

45

56.5

38.5

42

31.5

34.5

N/A

48

Coles

59

52

N/A

62

35.5

71

N/A

84.5

Crawford

N/A

N/A

N/A

N/A

N/A

N/A

N/A

N/A

Cumberland

N/A

N/A

N/A

N/A

N/A

N/A

N/A

N/A

Douglas

50.5

48.5

N/A

N/A

39.5

43.5

43

41

Edgar

51.5

45.5

51

42

44.5

44

40

46

Effingham

N/A

N/A

42.5

31.5

41.5

42.5

40

54.5

Fayette

47

47

31.5

31.5

35

34.5

21.5

28.5

Jasper

34.5

39.5

41

44

35

36

37.5

34.5

Marion

46.5

56

38

34

30

31

29.5

34.5

Moultrie

52

N/A

N/A

51

54

55

N/A

N/A

Richland

N/A

N/A

N/A

N/A

N/A

50

N/A

N/A

Shelby

N/A

48.5

51

38

43

37.5

38.5

27

Other Counties

 

 

 

43

28.5

35

41.5

55.5

East Southeast Region Avg

 

 

 

 

 

38

36.2

44.9

Southwest Region

Table 8. Southwest Region

County

2023

2022

2021

2020

2019

2017

2016

2014

Alexander

N/A

N/A

N/A

N/A

N/A

N/A

N/A

N/A

Clinton

N/A

N/A

N/A

N/A

40

31.5

31

38

Jackson

36.5

30.5

35

32

25

28.5

23

27

Monroe

N/A

N/A

40.5

34

31.5

N/A

29

37

Perry

27.5

29.5

34

27

32

26.5

26

24

Pulaski

N/A

N/A

N/A

38

32.5

34

33.5

N/A

Randolph

25.5

34

38.5

34

N/A

37

33

26

St. Clair

27

36.5

N/A

37

40

27.5

22.5

45

Union

N/A

38

36

29

38.5

N/A

28.5

33.5

Washington

29

28

29

N/A

N/A

29.5

38.5

40

Williamson

16.5

26

N/A

20

16.5

24

31

20

Other Counties

 

 

 

32

34.5

26

24

29.5

Southwest Region Avg

 

 

 

 

 

28.5

29.1

32

Southeast Region

Table 9. Southeast Region

County

2023

2022

2021

2020

2019

2017

2016

2014

Edwards

N/A

N/A

24

N/A

29.5

N/A

29

38

Franklin

N/A

N/A

N/A

N/A

N/A

N/A

N/A

N/A

Gallatin

N/A

N/A

N/A

N/A

N/A

N/A

28.5

37

Jefferson

N/A

24

31.5

39

N/A

33.5

34

35.5

Massac

34.5

34

N/A

N/A

N/A

35

38

37.5

Pope

23.5

25

33

40

N/A

24

25

37.5

Saline

N/A

31.5

N/A

35

38

39.5

31

40.5

Wayne

50.5

48

N/A

51

54.5

53.5

45.5

N/A

White

34.5

N/A

45.5

N/A

N/A

N/A

N/A

34.5

Other Counties

 

 

 

38.5

54

44

34.5

46

Southeast Region Avg

 

 

 

 

 

38.5

33.1

38.1