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Out of the following which are not the best characteristics of functional mathematics?
  • a)
    ability to apply skills
  • b)
    use mathematics in different contexts
  • c)
    draw conclusions but no need to justify them
  • d)
    interpret results and discuss their validity
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
Out of the following which are not the best characteristics of functio...
Mathematics
 is systematic, organized, and definite. It is a quantitative aspect of human life and knowledge. knowledge of mathematics is exact, systematic, logical, and clear so it can be forgotten. It develops confidence and self-reliance in the student.
Key Points
 T
he main motivation for the learning of mathematics came from its functional utility. While geometry was necessitated by problems of land surveying; arithmetic and algebra found their uses in commerce, problems of measurement, and mensuration. Some of the aspects of geometry like symmetry are manifest in architecture, sculpturing, and fine arts. T
he best characteristics of functional mathematics are:
  • Computation with numbers, fractions, and decimals involving addition, subtraction, multiplication, and division.
  • Ability to apply skills.
  • Measurement and use of devices.
  • Use mathematics in different contexts.
  • Interpret results and discuss their validity
    .
  • It describes any situation in which one quantity depends on another.
  • It develops the ability to make dependable estimates and approximations.
  •  Functional mathematics needs to teach children in order for them to live independently in the community.
  • It builds confidence and experience success when using mathematics in everyday contexts.
  • It improves their preparedness for entry to work or further study by developing their numeracy.
  • It develops skills such as identifying, measuring, locating, interpreting, approximating, applying, communicating, explaining, problem-solving and working cooperatively with others and in teams.
  • To make decisions informed by mathematical knowledge. 
Thus, it is concluded that drawing
 conclusions but no need to justify them is not the best characteristic of functional mathematics.
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Out of the following which are not the best characteristics of functional mathematics?a)ability to apply skillsb)use mathematics in different contextsc)draw conclusions but no need to justify themd)interpret results and discuss their validityCorrect answer is option 'C'. Can you explain this answer?
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