A legal description reads as follows; "NW 1/4 of Section 2 and the W 1/2 of the SW 1/4 of Section 35". How many acres is this?

A legal description reads as follows; "NW 1/4 of Section 2 and the W 1/2 of the SW 1/4 of Section 35". How many acres is this?

• A. 20 acres
• B. 160 acres
• C. 240 acres
• D. 320 acres

Answer: (C)

To determine the total number of acres represented by the legal description "NW 1/4 of Section 2 and the W 1/2 of the SW 1/4 of Section 35," it’s essential to understand how sections and quarters of sections are measured in land surveys. Each section in a survey system typically contains 640 acres. First, let’s evaluate the NW 1/4 of Section 2. Since a quarter of a section is one-fourth of 640 acres, this area would contain: - NW 1/4 of Section 2 = 640 acres / 4 = 160 acres. Next, we consider the W 1/2 of the SW 1/4 of Section 35. The SW 1/4 of a section is also one-fourth of 640 acres, resulting in: - SW 1/4 of Section 35 = 640 acres / 4 = 160 acres. Now, taking the W 1/2 of that SW 1/4: - W 1/2 of the SW 1/4 = 160 acres / 2 = 80 acres. Finally, we add the two areas together to find the total:

To determine the total number of acres represented by the legal description "NW 1/4 of Section 2 and the W 1/2 of the SW 1/4 of Section 35," it’s essential to understand how sections and quarters of sections are measured in land surveys.

Each section in a survey system typically contains 640 acres.

First, let’s evaluate the NW 1/4 of Section 2. Since a quarter of a section is one-fourth of 640 acres, this area would contain:

• NW 1/4 of Section 2 = 640 acres / 4 = 160 acres.

Next, we consider the W 1/2 of the SW 1/4 of Section 35. The SW 1/4 of a section is also one-fourth of 640 acres, resulting in:

• SW 1/4 of Section 35 = 640 acres / 4 = 160 acres.

Now, taking the W 1/2 of that SW 1/4:

• W 1/2 of the SW 1/4 = 160 acres / 2 = 80 acres.

Finally, we add the two areas together to find the total: