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Mayan Arithmetic and Calendars | Exploring base-20 arithmetic with Mayan digits

Exploring base-20 arithmetic with Mayan digits

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Mayan Arithmetic and Calendars | Exploring base-20 arithmetic with Mayan digits | mayanarithmetic.wordpress.com Reviews

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Exploring base-20 arithmetic with Mayan digits

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Mayan Arithmetic and Calendars | Exploring base-20 arithmetic with Mayan digits | Page 2

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Mayan Arithmetic and Calendars. Exploring base-20 arithmetic with Mayan digits. Newer posts →. The Maya Mathematical System. March 4, 2011. The Mayan system is a base-20 (vigesimal) system, using 3 symbols to construct 20 digits, 0-19. The 3 symbols are a shell for zero, a dot for 1 and a bar for 5. You should be able to download individual digits here by right-clicking on an image. Retrieved from http:/ www.michielb.nl/maya/math.html. Note: shift-click to download! Note: if you middle-click, or crtl-cli...

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mayanarithmetic | Mayan Arithmetic and Calendars

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Mayan Arithmetic and Calendars. Exploring base-20 arithmetic with Mayan digits. 2nd year grad student at UNR. Currently enrolled in CTL 728 (EDSC 353). March 10, 2011. I’ve supplied 5 problems. Please choose 1 to solve and post a comment here, indicating which one you’ve chosen. Problem 5: How Long Does It Take? March 9, 2011. How long does it take for the complete Long Count date to repeat? Please show your work. Problem 4: Calculate the Tzolkin and Haab Dates. March 9, 2011. Please show your work.

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Problem 1: Addition and Multiplication | Mayan Arithmetic and Calendars

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Mayan Arithmetic and Calendars. Exploring base-20 arithmetic with Mayan digits. The Maya Mathematical System. Problem 2: Subtraction and Division →. Problem 1: Addition and Multiplication. March 6, 2011. 2nd year grad student at UNR. Currently enrolled in CTL 728 (EDSC 353). View all posts by mayanarithmetic →. This entry was posted in Problem 1. The Maya Mathematical System. Problem 2: Subtraction and Division →. Problem 1: Addition and Multiplication. March 31, 2011 at 9:07 am. 4 8 11 = 19. Leave a Rep...

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Problem 3: 4×4 Magic Square | Mayan Arithmetic and Calendars

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Mayan Arithmetic and Calendars. Exploring base-20 arithmetic with Mayan digits. Problem 2: Subtraction and Division. Mayan Calendars →. Problem 3: 4×4 Magic Square. March 6, 2011. A “magic square” is an arrangement of numbers in a square, such that every row, column and diagonal has the same sum, and every number is used exactly once. Use the numbers between 1 and 16 to complete the magic square below. Please write your answer in the form. View all posts by mayanarithmetic →. Mayan Calendars →. March 31,...

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Mayan Calendars | Mayan Arithmetic and Calendars

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Mayan Arithmetic and Calendars. Exploring base-20 arithmetic with Mayan digits. Problem 3: 4×4 Magic Square. Problem 4: Calculate the Tzolkin and Haab Dates →. March 8, 2011. The Maya had a number of calendar cycles, and are, in fact, thought to have worshipped time itself. The most widely used calendars were the. Containing 13 cycles (. Of 20 days each, the. Or “Vague Year” containing 18. And an additional “month” (. Number and day name, combined with a. To calculate the number of. Divide the number of.

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Groups & Blogs | Technology Applications in Secondary Math

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Technology Applications in Secondary Math. University of Nevada, Reno. Post Your Blog Address Here. Group Members and Their Blogs:. Http:/ audreyspolynomials.wordpress.com. Http:/ polygonangles.wordpress.com/. Http:/ bleuquestions.wordpress.com/. Http:/ mtwins.wordpress.com/. Http:/ anglesarefun.wordpress.com. Http:/ binomials.wordpress.com/. Http:/ lycan1270.wordpress.com. Http:/ andy92980.wordpress.com. Http:/ akbasptheorem.wordpress.com/. Http:/ mayanarithmetic.wordpress.com/. Enter your comment here.

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EDSC 459 | Wilson's Triangles

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March 9, 2011. 3 responses to “EDSC 459”. March 10th, 2011 at 17:01. My 5 problems are done. Feel free to pick one. March 10th, 2011 at 18:32. March 31st, 2011 at 17:13. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Address never made public). You are commenting using your WordPress.com account. ( Log Out. You are commenting using your Twitter account. ( Log Out. You are commenting using your Facebook account. ( Log Out.

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Post Your Blog Address Here | Technology Applications in Secondary Math

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Technology Applications in Secondary Math. University of Nevada, Reno. Post Your Blog Address Here. Post Your Blog Address Here. Please post your Name, Group Name, and Blog Address here. If you have any problem or question, please feel free to aks Mokter@gmail.com. Post Your Blog Address Here. February 28, 2011 at 3:16 pm. Http:/ wilsontriangles.wordpress.com/. March 3, 2011 at 8:20 pm. Http:/ lycan1270.wordpress.com. March 3, 2011 at 8:20 pm. March 3, 2011 at 8:21 pm. March 3, 2011 at 8:22 pm. March 3, ...

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Problem – 3 | Pythagorean Theorem

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Problem – 2. Problem – 4 →. Problem – 3. March 10, 2011. Retrieved from http:/ www.ossmat.com/index.php/geometri-testleri/ucgen-testleri/ozel-ucgenler-teoremler/501-ozel-ucgenler-teoremler-test-06.html. This entry was posted in Problems. Problem – 2. Problem – 4 →. Problem – 3. March 16, 2011 at 7:48 am. Triangle AHB is a 3-4-5 triangle, so AH=4. Since AH=4, HC 2=20-16=4, so HC=2. The total area=area(AHC) area(AHB). March 25, 2011 at 12:36 am. Thank you for the solution. March 27, 2011 at 10:48 am.

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Problem 1 | Wilson's Triangles

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Hiking: Justin and his family are hiking around a lake as shown in the diagram. Order the angles of the triangle formed by their path from largest to smallest. Describe how you found your answer. 1 responses to “Problem 1”. March 16th, 2011 at 07:53. Angle ACB angle ABC angle BAC,. Since when 2 sides of a triangle are unequal, the angle opposite the larger side is greater. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Blog at WordPress.com.

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Mayan Arithmetic and Calendars | Exploring base-20 arithmetic with Mayan digits

Mayan Arithmetic and Calendars. Exploring base-20 arithmetic with Mayan digits. March 10, 2011. I’ve supplied 5 problems. Please choose 1 to solve and post a comment here, indicating which one you’ve chosen. Problem 5: How Long Does It Take? March 9, 2011. How long does it take for the complete. Long Count date to repeat? That is, for a date of the form. Date , how many days pass before the same arrangement occurs again? Please show your work. Problem 4: Calculate the Tzolkin and Haab Dates. March 9, 2011.

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