How many acres are in a government rectangular survey that consists of the SW 1/4, NE 1/4, and NW 1/4 of Section 13, Blendon Township?
The Correct Answer and Explanation is:
To calculate the total acreage in the specified government rectangular survey (the SW 1/4, NE 1/4, and NW 1/4 of Section 13), we first need to understand the structure of the government land surveying system.
Understanding Sectioning
In the Public Land Survey System (PLSS), each section of land is typically 1 square mile, which is equivalent to 640 acres. A section is then divided into four quarters:
- NE 1/4 (Northeast Quarter)
- NW 1/4 (Northwest Quarter)
- SE 1/4 (Southeast Quarter)
- SW 1/4 (Southwest Quarter)
Each quarter section represents one-fourth of the total section, resulting in:
[
\text{Acreage of one quarter section} = \frac{640 \text{ acres}}{4} = 160 \text{ acres}
]
Calculation of Total Acreage
In the given survey, we are looking at three quarters:
- SW 1/4: 160 acres
- NE 1/4: 160 acres
- NW 1/4: 160 acres
To find the total acreage, we add the individual quarter sections together:
[
\text{Total Acreage} = \text{SW 1/4} + \text{NE 1/4} + \text{NW 1/4} = 160 \text{ acres} + 160 \text{ acres} + 160 \text{ acres} = 480 \text{ acres}
]
Conclusion
Thus, the total acreage in the government rectangular survey consisting of the SW 1/4, NE 1/4, and NW 1/4 of Section 13, Blendon Township, is 480 acres. This method of calculating acreage is crucial in land management and real estate transactions, ensuring accurate assessments of land ownership and use in accordance with government regulations.