axter state park's boundary approximately $12$ miles E$-$W in length

and the $24$ miles N$-$S $($rectangular assumed$).$ The center of the park

is approximately located at $46-00-00$ latitude and $68-55-00$ longitude.

Assuming the lowest elevation in the park is $500$ ft$.$ about msl and

that Mt$.$ Katahdin is at $5280$ ft$.$ above msl$,$ compute the park's

acreage using state plane coordinates, compute it accounting for

state plane scale factor $($use Maine East NAD $27),$ and compute its

acreage at the two elevation extremes. Elaborate on the differences

in the acreages $(43560$ sq$.$ ft$.=1$ acre$).$ You may generate state plane

coordinates for the boundary corners in a fairly arbitrary fashion

since this question deals only with relative comparison issues.