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Tangent

Oregon, United States
tours in Tangent

Tangent - Where to Stay?

Hotels Apartments Hostels B&B Campings Motels Resorts Villas 3* Hotels 4* Hotels 5* Hotels Budget
Tangent - Best Hotel Offers in

Tangent - Transport

Airports Trains Subway Bus TAXI Car Rental Gas Parkings Car Repair Car Wash Bicycles

Tangent - Must See

Hazelwood Park 2 Towns Ciderhouse Beaver Lake Teloh Calapooia Park Lakeshore Lanes Doug Killin Deerfield Park Pineway Park Draper Park Snag Boat Bend Grand Prairie Park Sunrise Park Horseshoe Lake Periwinkle Park Linn County Historical Society Thompson's Mills State Heritage Site Thompsons Mills State Historic Site Lexington Park Kona2kona Colorado Lake

Tangent - Where to visit near?

ALBANY    11 CORVALLIS    12 LEBANON    16 SWEET HOME    34 INDEPENDENCE    35 MONMOUTH    36 JUNCTION CITY    37 STAYTON    38 FOUR CORNERS    44 SALEM    45 DALLAS    45 KEIZER    50 HAYESVILLE    50 EUGENE    54 SPRINGFIELD    55 SILVERTON    58 SHERIDAN    66 CRESWELL    70 WOODBURN    70 MCMINNVILLE    75

Perhaps, you will be Interested ...

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Tangent - Where to Eat?
Restaurants Cafe Bars Beer Bakeries Supermarkets Malls
Tangent - Where to Shop? Shopping
Grocery Bakeries Supermarkets Malls Fashion Clothing Shoes Jewelry Sport Liquor
Tangent - Where to Go?
Museums Galleries Churches Synagogues Mosques Temples Parks
Nightclubs Casino Bowling Amusements Aquaparks Stadiums Aquariums Zoo Movie
Tangent - Health&Beauty
Beauty Hair Care Spa Fitness Gyms Hospitals Doctors Dentists Pharmacy Veterinary

Tangent,  Oregon, United States

Tangent - straight line touching a point in a curve

Population: 1220 inh.
Region: Oregon
Country: United States
Continent: NA
Post Code: 97389

"In geometry, the tangent line to a plane curve at a given point is the straight line that "just touches" the curve at that point. Leibniz defined it as the line through a pair of infinitely close points on the curve. More precisely, a straight line is said to be a tangent of a curve y = f(x) at a point x = c on the curve if the line passes through the point (c, f ) on the curve and has slope f'(c), where f' is the derivative of f. A similar definition applies to space curves and curves in n-dimensional Euclidean space. - Wikipedia"

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