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The Learning of Decimals in an Arithmetic Activity Program
The Journal of Educational Research, 1936(1936). The Learning of Decimals in an Arithmetic Activity Program. The Journal of Educational Research: Vol. 29, No. 9, pp. 686-693.
Henry Harap, Charlotte E. Mapes
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Design of a binary coded decimal integer arithmetic unit
Microprocessing and Microprogramming, 1981Abstract With the increased availability of microprocessors and microcomputers the design engineer has at his disposal the components necessary to design data analysis and control systems at a substantial cost savings over larger computer systems. In many cases, the choice between a computer, minicomputer and microcomputer is based on the speed at ...
W.E. Hess, K.J. Burkhardt
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High performance distributed arithmetic FPGA decimators for video-frequency applications
1998 IEEE International Conference on Electronics, Circuits and Systems. Surfing the Waves of Science and Technology (Cat. No.98EX196), 2002This paper describes a method of implementing high performance integer decimators for video-frequency applications using FPGAs. The decimators are derived from polyphase decomposition of an FIR filter prototype and implemented using a modified distributed arithmetic look-up-table architecture, incorporating a pseudo floating point method of coefficient
J. Living, B.M. Al-Hashimi, M. Moniri
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An Arithmetic Method for Converting Repeating Decimals to Fractions
The Mathematics Teacher, 1989Students can easily use calculators to convert fra ctions to decimal numbers. But students who have studied the algebraic method of changing a repeating decimal to a fraction often find the method tedious and tend to avoid it. This difficulty raises questions about students' under standing of the nature of repeating decimal numbers.
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MXene Ti3C2 memristor for neuromorphic behavior and decimal arithmetic operation applications
Nano Energy, 2021Jingsheng Chen, Xiaobing Yan
exaly
John Marsh and the Curious World of Decimal Arithmetic
2018In the early eighteenth century, techniques of computation for decimal fractions, especially non-terminating repeating decimals, were being developed amid a debate over their utility compared to common fractions for merchants and tradesmen facing complicated metrological and currency systems. That is, we are almost exclusively concerned with procedures
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Impact of Radix-10 Redundant Digit Set [−6, 9] on Basic Decimal Arithmetic Operations
IEEE Transactions on Very Large Scale Integration (VLSI) Systems, 2022Ghassem Jaberipur
exaly