Which of the following statement is not related to nature of Mathematics ?a)Abstract elements are explained in Mathematics.b)Area of generalization is limited in Mathematics.c)Mathematics is a universal subject.d)Number, places, measurement etc. are the basis of Mathematics.Correct answer is option 'B'. Can you explain this answer?

Question

Answer

Explanation:

In order to answer this question, let's analyze each statement one by one and determine if it is related to the nature of Mathematics.

a) Abstract elements are explained in Mathematics:
This statement is related to the nature of Mathematics. Mathematics deals with abstract concepts and elements such as numbers, sets, functions, and equations. It provides a framework for understanding and explaining these abstract elements through logical reasoning and proof.

b) Area of generalization is limited in Mathematics:
This statement is not related to the nature of Mathematics. Mathematics allows for a wide range of generalizations and abstraction. It provides tools and techniques to generalize concepts and apply them to various contexts. In fact, generalization is one of the fundamental aspects of mathematical thinking.

c) Mathematics is a universal subject:
This statement is related to the nature of Mathematics. Mathematics is regarded as a universal subject because its principles and concepts are applicable and valid across cultures, languages, and time. The laws of Mathematics do not change and are consistent throughout the world.

d) Number, places, measurement, etc. are the basis of Mathematics:
This statement is related to the nature of Mathematics. Numbers, places (geometry), measurement, and other fundamental concepts form the basis of Mathematics. They provide the foundation upon which more complex mathematical ideas and theories are built.

Conclusion:

After analyzing each statement, we can conclude that statement b) 'Area of generalization is limited in Mathematics' is not related to the nature of Mathematics. Mathematics allows for extensive generalization and abstraction, providing a universal language and framework for understanding the world around us.

Answer

Mathematics today is a diverse discipline that deals with data, measurements, and observations from science; with inference, deduction, and proof; and with mathematical models of natural phenomena, human behavior, and of social systems that makes it a universal subject.

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