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Hank's Barber Shop / Hair Gallery, 200 S. Main Street, Dickeyville, WI
Ralph's Barber Shop, 601 1st Ave. E., McLaughlin, SD 57642
Illustration by Stevan Dohanos for Saturday Evening Post cover on April 26, 1946
Photo of the interior of a rustic barbershop with many animal heads and outdoor related memorabilia on the walls and in the shop
Floyd's Barber Shop, located in fictional Mayberry, NC, was an important part of the Andy Griffith Show. Real town of Mayberry was in Virginia.
The Classic Barbershop, 5450 S. 4220 W., Kearns, UT 84118, Barber Dies, Shop Lives On
Sidewalk Barber Pole, Downtown Thermopolis, WY. Close to the largest and world famous mineral Hot Springs.
Garth's Barber Shop, 169 N. 300 W., Castle Dale, UT 84528
Sidewalk Barber Pole, Downtown Thermopolis, WY. Close to the largest and world famous mineral Hot Springs.
Garth's Barber Shop, 169 N. 300 W., Castle Dale, UT 84528
Garth's Barber Shop, 169 N. 300 W., Castle Dale, UT 84528
Ron's Barber Shop, North Ogden, UT. Photo of barber and boy with tag line "I cut from week old babies to weak old men".
Photo of Dan Rather, TV News Anchor, with his childhood reflections of barbershop experiences
Photo of Larry King, TV news broadcaster, with his reflections of childhood barber experiences
Napoleon Dynamite - star of a low budget yet highly successful movie with a cult-like following
On page 13, this is the third example case dealing with oblique triangles that Richard Turner examines in his 1765 book, "Plain Trigonometry." Turner solves oblique triangles by breaking them down into right triangles.
On page 10 of Richard Turner's book "Plain Trigonometry," bound together with his works on Astronomy and Geography, Turner explains how his four axioms of solving right triangles can also be used to solve oblique triangles by breaking down the…
On page 21, the seventh example problem of Richard Turner's book "Plain Trigonometry," Turner uses his methods of trigonometry to find how far out to sea a ship is by use of a tower in the harbor.
In the final example problem of Richard Turner's book "Plain Trigonometry," on page 38, Turner describes how to determine the location of a beehive by catching and releasing bees.
In this example problem in Richard Turner's book "Plain Trigonometry," on page 37, Turner walks the reader through using his methods of trigonometry to determine the distance to an object without having to walk to the object or measure any angles.
In this example problem in Richard Turner's book "Plain Trigonometry," on page 16, Turner shows how the reader can use his methods of solving triangles to determine the height of a tower without walking all the way to its base.
This is a detailing of a portion of the Rhind Mathematical Papyrus, an Ancient Egyptian scroll now housed in the British Museum. This scroll features mathematical problems, including the calculating of the slope of a pyramid, called a Seked. Dated…
This is an Ancient Babylonian clay tablet, named Plimpton 322 for its numbering in the G.A. Plimpton Collection at Columbia University. It is thought to contain a table of Pythagorean triplets or numbers that satisfy the three sides of a right…
Alchemic approach to four humors in relation to the four elements and zodiacal signs. Book illustration in “Quinta Essentia” by Leonhart Thurneisser zum Thurn (gen. Leonhard Thurneysser). Inscriptions (clockwise): Flegmat, Sanguin, Coleric, Melang.…
Alchemic approach to four humors in relation to the four elements and zodiacal signs. Book illustration in “Quinta Essentia” by Leonhart Thurneisser zum Thurn (gen. Leonhard Thurneysser). Inscriptions (clockwise): Flegmat, Sanguin, Coleric, Melang.…
A copperplate with a map engraved into it. The etch marks on this plate would be filled with ink and used for printing.
Mike Peel, The Copper Plate Map.
Mike Peel, The Copper Plate Map.
A picture of the surface of Mars taken by "Spirit," the Mars exploration rover.
In this example problem in Richard Turner's book "Plain Trigonometry," Turner determines the distance of the moon from the earth.
Richard Turner, Plain Trigonometry, 30, as found in Turner's A View of the Heavens, (USU SCA).
Richard Turner, Plain Trigonometry, 30, as found in Turner's A View of the Heavens, (USU SCA).
