Other numbers system
There are several number systems used in mathematics. The first number system is decimal numbers which is base 10 (ten), binary number system (base 2), the octal number system and the base 16, which is the hexadecimal number system. There are differences among the number system and the differences are based on the numbers and the figures added to the number. The decimal system is regarded as Hindu – Arabic system and it employs 10 (ten) as the base and it requires ten different numbers from 1 to 9. It has tenth as its base that the Roman or Egyptian number system does not have CITATION Phi13 \l 1033 (Herd, 2013). Therefore, the difference between Roman and decimal number system is based on the number on the base. The decimal number is easily readable, easy to manipulate. However, its major drawback is that it wastes a lot of space and time.
8286752909570A multiply number is a number which is multipliable with another number. The result of the multiplication number is called a product. There are two methods of multiplication, which are, Lattice Method and Russian Peasant method CITATION San14 \l 1033 (Pariyani, 2014). Lattice method calculatesthe product by multiplying the top digit of the column. It can be taught quickly and it does not require any memorization. The lattice method takes less space and it is easy to typeset. It can also be performed using token. However, its drawbacks are long division, addition and multiplication. Lattice method is used sometimes for multiplication.An example of multiply numbers is 23X47 = 1081 CITATION Aja15 \l 1033 (Olajide, 2015). And lattice method is illustrated as indicated on the box below:
Alternate Number-Base Applications
There are several significant aspects of using hexadecimal with computers. Firstly, it can represent 16-digit words and only 8 (eight) bit bytes. However, by using numeration by many symbols, it becomes much simpler to work with, by saving both space and paper CITATION Jod15 \l 1033 (Fasteen, 2015). It becomes probable to understand some of its vast streams of data inside a computer. The system can be used in multiplication of two different numbers. It is also used in the set of digits and in the case where the base part iszero and when there is an absolute number base.
Fasteen, J. I. (2015). An Investigation of the Role of Alternate Numeration Systems in Preservice
Teacher Mathematics Content Courses. Dissertations and Theses , 2-35.
Modulo Arithmetic and Number Base Conversions
The relationship between modulo arithmetic and number base conversion is based on the non-negativenumber CITATION MAk12 \l 1033 (Akhtaruzzaman, 2012). It is expressed based on value of ‘b’ and the unit value is the same to n, mode b,. Modulo arithmetic are performed in a positive integer and number base conversions is done in a negative integer.
Using Abstract Thinking
The abstract thinking is the idea of thinking about thinks which are removed from facts. It is referred to as the concept of being thought about CITATION Jod15 \l 1033 (Fasteen, 2015). The three-dimension object and two-dimension can help in using the abstract of thinking. The idea is coiled from the aspect of freedom and is mostly from the psychological point of view. It is therefore, a non-mathematical aspect of addressing a specific problem.
Amalie Noether and Abstract
Amalie Noether and Abstract is a German mathematician who made a great contribution in the discovery of abstract algebra and several concepts of theoretical physics. He is the genius who discovered a new approach to physics CITATION Aja15 \l 1033 (Olajide, 2015). Therefore, Amalie Noether is one of the brains behind the formation of theoretical physics and algebra in mathematics.
Herd, P. (2013). Imaginary Number Bases. https://arxiv.org/pdf/1701.04506.pdf , 2-35.
Olajide, A. O. (2015). Computer number System . International Journal of Mathematics , 2-35.
The golden ratio is when two quantities’ ratio is the same as the sum of the ratio. It is calculated by dividing the line into two parts CITATION MAk12 \l 1033 (Akhtaruzzaman, 2012). It is used to analyze proportion and other related concepts.
Akhtaruzzaman, M. (2012). Golden Ratio, Golden Section, Golden Mean, Golden Spiral . Internal Journal of Mathematics , 2-34.
Pariyani, S. (2014). Why do we need various number base conversions (number system conversions), e.g octal to hexadecimal? Journal of Mathematics and Business , 2-35
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