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Hello, I'm Matrakçı Nasuh. I have a work called lattice product. It is one of the historical multiplication algorithms. The peculiarity of this multiplication algorithm is that a lattice-like number table is used during multiplication. The algorithm consists of 3 stages.
1. The 2-digit numbers resulting from the multiplication of the numbers in the multiplication phase are filled into the cage,
In the second addition stage, the numbers in the cage are added diagonally.
3. Finally, the numbers obtained are added together.

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Matrakçı Nasuh is a Bosnian-born statesman who lived in the Ottoman Empire in the 16th century. He has written books on mathematics and history. The first works of Matrakçı Nasuh are those that he completed after long studies on mathematics and geometry and published them as a book under the name of Cemâlü'l-Küttâb and Kemalü'l-Hisâb. Matrakçı dedicated this work, which deals with basic mathematics, fractions and measures, to the Ottoman Sultan Yavuz Sultan Selim

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A SHORT DRAMA STUDY ABOUT THE FAMOUS MATHEMATICIAN MATRAKCI NASUH AND ITS INVESTMENTS, WHICH IS THE TOPIC OF NOVEMBER

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GENERAL EVALUATION OF ACTIVITIES DURING NOVEMBER

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ÜNLÜ MATEMATİKÇİLERLE MATEMATİK MATHS WITH FAMOUS MATHEMATICIANS

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THROUGH NOVEMBER WE WILL BE WORKING ON THE FAMOUS MATHEMATIC MATRAKCI NASUH AND His CONTRIBUTION TO MATHEMATICS. WE ARE VERY EXCITED NOW

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MY STUDENTS PARTICIPATING IN THE PROJECT

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Hello,|'am Matrakçı Nasuh .| have books on matematichs .| started writing mu books Cemal'ül Küttab and Kemalü'l Hussab during the reign of Yavuz Sultan Selim and dedicated them to hım.

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Hello, I am Matrakçı Nasuh, I have a work called CAGE PRODUCT.
It is one of the historical multiplication algorithms.  The peculiarity of this multiplication algorithm is that it uses a lattice-like number table during multiplication.
The algorithm consists of 3 stages.
1. In the multiplication phase, the 2-digit numbers resulting from the multiplication of the numbers are filled into the cage.
2. In the addition phase, the numbers in the cage are added diagonally.
3. Finally, the obtained numbers are added together.

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WE PREPARED A MATRAKÇI NASUH POSTER IN JOINT WITH OUR PROJECT STUDENTS. YOU CAN FIND THE DETAILS FROM THE BELOW

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WE MADE PRESENTATIONS TO HAVE MORE DETAILED INFORMATION ABOUT MATRAKCI NASUH

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ACTIVITIES THROUGH NOVEMBER AND A GENERAL PRESENTATION ABOUT MATRAKCI NASUH

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ÜNLÜ MATEMATİKÇİLERLE MATEMATİK (MATHS WITH FAMOUS MATHEMATICIANS)

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THE OPINIONS OF MY STUDENTS RELATING TO THE ACTIVITIES THEY HAVE DONE THROUGH NOVEMBER

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WE PLAYED THE MATRAK GAME WHICH WAS PRODUCED BY MATRAKCI NASUHUN WITH OUR STUDENTS

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OUR STUDENTS HAVE KNOWLEDGE ABOUT FIBONACCI AND THE GOLDEN RATIO BY PLAYING THE GAME KAHOOT

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WE HAVE REVIEWED EXAMPLES OF DOADAN FIBONACCI

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WE PREPARED A SPECIAL POSTER FOR FIBONACCI DAY 23 NOVEMBER