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The Shawnee Mall is a regional shopping mall and trade area located in Shawnee, Oklahoma. It contains four department store anchors, and a total of 50 tenants comprising a total of approximately 455,420 square feet [1] of gross leasable area. Anchor stores are Dillard's, Dunham's Sports, JCPenney (now closed), Jo-Ann's Fabrics, Golden Ticket ...
405/572. FIPS code. 40-66800 [ 3] GNIS feature ID. 2411879 [ 2] Website. ShawneeOK.org. Shawnee ( Meskwaki: Shânîheki[ 4]) is a city in and the county seat of Pottawatomie County, Oklahoma, United States. [ 5] The population was 29,857 in 2010, a 4.9 percent increase from the figure of 28,692 in 2000. [ 6]
Turnpikes. ← US 270. → US 271. State Highway 270, abbreviated as SH-270, is a 14.45-mile-long (23.26 km) state highway in Oklahoma and Pottawatomie counties in Oklahoma, United States. It runs on a former alignment of U.S. Route 270 (US-270) between US-62 in Harrah and US-177 north of Shawnee. (US-270 is now concurrent with Interstate 40 ...
Oklahoma State Highway 3. State Highway 3, also abbreviated as SH-3 or OK-3, is a highway maintained by the U.S. state of Oklahoma. Traveling diagonally through Oklahoma, from the Panhandle to the far southeastern corner of the state, SH-3 is the longest state highway in the Oklahoma road system, at a total length of 615 miles (990 km) via SH ...
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2411312 [2] Website. okmulgeeonline.com. Okmulgee is a city in and the county seat of Okmulgee County, Oklahoma, United States, and is part of the Tulsa Metropolitan Area. [4] The name is from the Muskogee word okimulgee, which means "boiling waters". [5] The site was chosen because of the nearby rivers and springs.
Route description. State Highway 18 was commissioned in August 1924 and, at one time, traveled from Dickson, Oklahoma to Shidler, Oklahoma at the Kansas border. Much of SH-18 has been replaced by US-177. The current Highway 18 begins in Shawnee, Oklahoma at an interchange with US-177/270 and SH-3W. The highway is known as Harrison Street ...
Given the equations of two non-vertical parallel lines. the distance between the two lines is the distance between the two intersection points of these lines with the perpendicular line. This distance can be found by first solving the linear systems. {\displaystyle {\begin {cases}y=mx+b_ {1}\\y=-x/m\,,\end {cases}}} and.