The distances in miles (n-s and e-w) from the SW corner of sec 2, t 1 n, r 1 e to the NE corner of sec 28 t 2 n, r 1 e the equation for is mathematically given as
x= 6 miles
This is further explained below.
What are the distances in miles (n-s and e-w) from the SW corner of sec 2, t 1 n, r 1 e to the NE corner of sec 28 t 2 n, r 1 e?
Generally, To find out how far something is, apply the formula for distance, which is d = st, which stands for distance equals speed multiplied by time.
Rate and speed are comparable terms since they both reflect some distance covered in a certain amount of time, such as miles per hour or kilometers per hour.
If the rate r is the same as the speed s, then r = s = distance over time.
In conclusion, SEC 2 is given as
image of sec 2 is attached below
At a six-by-six matrix
The SEC 28
Image of sec 28 is attached below
The distance from the SW Corner of SEC2 (TIN, RIE) to the NE corner of SEC 28 (T2N, RIE)
x= 2+4
x= 6 miles
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