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Using the Babylonian cuneiform: 1 T 21 Y 31 A了 41 51 2 TY 3 mm 12<7 22 T 32 Y 13

Using the Babylonian cuneiform: 1 T 21 Y 31 A了 41 51 2 TY 3 mm 12<7 22 T 32 Y 13

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Using the Babylonian cuneiform: 21 Y 31 众了 32 Y 42 23 公TT| 33 贪T45 罗14く 24公 34公マ 41 51 2 TY 12 <T 13 <TT 22 Y 52 3 mr 公 53 4 4 くW|35 人 36贪 27人伊 54. 15 45 众司 55 16 26 46 56 17く伊 37 47 57 (帝 18 28 38 (秤 29 人群 众群 56 19 39 49 10< 20 公 30众 40 50 1. What does the following numerals represent? 7.31.23 秤众了AY Input the numbers in Hindu-Arabic numerals. Do not include spaces. You may use comma as thousands separator. (Sample Format: 3,254,705) 2. What method of numeration is used here? M Type SG for Simple grouping numeration system. Type M for Multiplicative numeration system Type P for Positional numeration system.
Transcribed Image Text:Using the Babylonian cuneiform: 21 Y 31 众了 32 Y 42 23 公TT| 33 贪T45 罗14く 24公 34公マ 41 51 2 TY 12 <T 13 <TT 22 Y 52 3 mr 公 53 4 4 くW|35 人 36贪 27人伊 54. 15 45 众司 55 16 26 46 56 17く伊 37 47 57 (帝 18 28 38 (秤 29 人群 众群 56 19 39 49 10< 20 公 30众 40 50 1. What does the following numerals represent? 7.31.23 秤众了AY Input the numbers in Hindu-Arabic numerals. Do not include spaces. You may use comma as thousands separator. (Sample Format: 3,254,705) 2. What method of numeration is used here? M Type SG for Simple grouping numeration system. Type M for Multiplicative numeration system Type P for Positional numeration system.
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