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National Resources Inventory
2003 Annual NRI

Non-Federal Grazing Land

Estimates presented here are based upon the latest information from the National Resources Inventory (NRI). The NRI is a longitudinal sample survey based upon scientific statistical principles and procedures. It is conducted by the U.S. Department of Agriculture’s Natural Resources Conservation Service (NRCS), in cooperation with Iowa State University’s Center for Survey Statistics and Methodology. These results are based upon the 2003 Annual NRI, which statistically updates 1997 NRI results with data collected during 2000 – 2003. The NRI was conducted on a five-year cycle during the period 1982 to 1997, but now is conducted annually. NRI data were collected every five years for 800,000 sample sites; annual NRI data collection occurs at slightly less than 25 percent of these same sample sites. Current estimates cover the contiguous 48 states. Future estimates will include Hawaii, Alaska, the Caribbean, and selected Pacific Basin islands.

NRI data release procedures are affected by implementation of an annual data collection approach, because the scale of NRI estimates is affected by these reduced sample sizes. Estimates are being released when they meet NRI statistical standards and are scientifically credible in accordance with NRCS policy, and in accordance with OMB and USDA Quality of Information Guidelines.

The 2003 Annual NRI data are suitable for national, many regional, and some state level analyses. Selected state-level results are reported here. These results will be supplemented in 2008 with additional estimates that compare net change and land cover/use dynamics with previous inventories.

Until these supplements are released, direct comparisons between 1997 and 2003 NRI estimates to determine change or trends will produce incorrect inferences and is scientifically invalid because:

  1. There have been improvements in the statistical estimation techniques and procedures between 1997 and 2003.
  2. Data from previous inventory cycles were reviewed (edited) concurrently with the 2003 NRI data collection effort.

Margins of error are reported for each NRI estimate and must be considered at all scales of analysis. The margin of error is used to construct the 95 percent confidence interval for the estimate. The lower bound of the interval is obtained by subtracting the margin of error from the estimate; the upper bound is obtained by adding the margin of error to the estimate. A 95 percent confidence interval means that in repeated samples from the same population, 95 percent of the time the true underlying population parameter will be contained within the lower and upper bounds of the interval. In the following tables, an asterisk (*) replaces the estimate if the margin of error is greater than the estimate. If the margin of error is greater than the estimate, the confidence interval includes zero, and the estimate should not be used.

This table is also available in Adobe Acrobat format:
Adobe Acrobat Document2003 Annual NRI Non-Federal Grazing Land

2003 Non-Federal Grazing Land by State, in Thousands of Acres, with Margins of Error

State Pastureland Rangeland Grazed Forest Land Total Grazing Land
Alabama 3400.8
±207.0
* 695.9
±131.6
4169.3
±286.3
Arizona 82.0
±56.2
32254.7
±1214.3
3800.8
±986.4
36137.5
±730.6
Arkansas 5322.1
±362.8
* 1814.2
±309.0
7174.1
±454.8
California 1188.6
±236.1
17758.0
±1077.1
5315.7
±735.8
24262.3
±1139.0
Colorado 1001.8
±127.2
24790.6
±836.2
2039.8
±449.4
27832.2
±871.8
Connecticut 128.7
±23.1
0.0
±0.0
15.2
±13.4
143.9
±28.4
Delaware 22.9
±10.7
0.0
±0.0
* 23.6
±10.5
Florida 3619.4
±375.3
2696.7
±372.2
1184.1
±324.2
7500.2
±498.2
Georgia 2798.1
±233.8
0.0
±0.0
294.6
±115.7
3092.7
±241.7
Idaho 1316.6
±158.2
6420.7
±393.8
1766.9
±419.9
9504.2
±522.9
Illinois 2254.0
±203.4
0.0
±0.0
416.9
±106.1
2670.9
±256.2
Indiana 1897.7
±167.1
0.0
±0.0
272.0
±64.3
2169.7
±176.1
Iowa 3460.5
±194.7
0.0
±0.0
776.0
±128.8
4236.5
±236.8
Kansas 2397.8
±192.1
15844.4
±340.7
767.5
±155.4
19009.7
±400.1
Kentucky 5147.9
±254.7
0.0
±0.0
894.5
±145.6
6042.4
±249.0
Louisiana 2249.3
±200.0
283.5
±39.0
894.9
±180.8
3427.7
±301.2
Maine 137.4
±37.9
0.0
±0.0
* 138.2
±37.5
Maryland 456.7
±55.8
0.0
±0.0
17.8
±5.0
474.5
±57.1
Massachusetts 135.9
±34.8
0.0
±0.0
* 140.6
±34.3
Michigan 2158.2
±180.2
0.0
±0.0
61.7
±37.2
2219.9
±197.4
Minnesota 3590.6
±284.6
0.0
±0.0
796.7
±156.5
4387.3
±306.4
Mississippi 3223.9
±244.9
0.0
±0.0
667.3
±109.0
3891.2
±271.6
Missouri 10673.6
±370.6
87.5
±39.5
3225.8
±340.9
13986.9
±517.9
Montana 3594.4
±365.6
36697.9
±1019.9
3190.4
±654.9
43482.7
±956.8
Nebraska 1849.9
±140.1
23077.7
±469.4
561.2
±108.4
25488.8
±493.9
Nevada 269.5
±76.8
8276.6
±222.6
238.6
±156.4
8784.7
±233.7
New Hampshire 89.3
±26.7
0.0
±0.0
12.5
±10.5
101.8
±27.1
New Jersey 101.6
±24.2
0.0
±0.0
* 105.1
±23.8
New Mexico 232.1
±151.6
39955.5
±959.3
4751.6
±835.4
44939.2
±687.2
New York 2584.1
±165.4
0.0
±0.0
145.6
±47.8
2729.7
±169.8
North Carolina 1832.3
±185.2
0.0
±0.0
173.1
±59.2
2005.4
±191.5
North Dakota 951.2
±198.7
11078.1
±471.0
238.1
±76.5
12267.4
±401.8
Ohio 2271.3
±175.1
0.0
±0.0
224.5
±90.6
2495.8
±183.3
Oklahoma 8458.1
±241.9
14129.1
±438.7
5368.8
±423.3
27956.0
±547.8
Oregon 1761.3
±241.8
9379.4
±619.9
3262.1
±636.0
14402.8
±735.0
Pennsylvania 2000.0
±190.4
0.0
±0.0
187.4
±83.5
2187.4
±206.5
Rhode Island 26.5
±9.3
0.0
±0.0
0.0
±0.0
26.5
±9.3
South Carolina 1093.4
±144.0
0.0
±0.0
117.4
±53.9
1210.8
±157.4
South Dakota 1985.4
±228.0
22054.3
±452.3
413.9
±119.8
24453.6
±464.9
Tennessee 4756.6
±287.5
0.0
±0.0
725.2
±115.1
5481.8
±330.6
Texas 15836.3
±550.4
96109.3
±1012.2
1937.0
±270.5
113882.6
±986.0
Utah 722.4
±197.5
10666.9
±570.0
1395.5
±497.3
12784.8
±555.0
Vermont 314.4
±45.7
0.0
±0.0
22.2
±12.0
336.6
±45.5
Virginia 2904.5
±194.6
0.0
±0.0
376.0
±79.9
3280.5
±205.0
Washington 1080.1
±129.3
5861.0
±378.9
3128.9
±675.5
10070.0
±759.0
West Virginia 1472.4
±161.6
0.0
±0.0
748.6
±158.3
2221.0
±243.1
Wisconsin 3081.2
±244.3
0.0
±0.0
581.7
±131.6
3662.9
±268.5
Wyoming 1081.0
±454.6
27535.5
±475.7
774.7
±316.2
29391.2
±434.7
Note: A * indicates that the margin of error is greater than the estimate.

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