Ankur got zero marks in a word problem on linear equations in an assessment. The teacher knows that he can solve linear equations correctly. The teacher ought to remark in his report
Ankur has a problem in comprehending the language of the question, though he can solve the equations
Ankur lacks concentration and hence has examination phobia
Ankur is not studying and practising at home
Ankur has not understood the concept of linear equations completely
A.
Ankur has a problem in comprehending the language of the question, though he can solve the equations
According to the given conditions of Ankur, it is clear that Ankur has a problem in comprehending the language of the question, though he can solve the equations and this report should be remarked by the teacher.
In order to help the students with difficulties in remembering the geometrical terms and their meaning, a teacher must
test students on definition of geometrical terms
encourage group discussions
stress on rote memorisation of all terms and definitions
use lots of activities like preparing or solving crossword puzzles, jigsaw puzzles, etc
Problem-solving method is the
teaching the development of mathematics within a historical, social and cultural context.
cultivation of mathematical ingenuity, creativity and heuristic thinking by making students open-minded.
gradual and systematic guiding through the hierarchy of mathematical notions, ideas and techniques.
teaching of mathematical results, definitions and concepts by repetition and memorisation.
A method of teaching in which students work like a researcher and solve the problems.
Inductive Method
Deductive Method
Project Method
Heuristic Method
Appropriate method for establishment of the formulae in Mathematics is
induction
planning
synthesis
None of these
'It is more useful to know how to mathematise than to know a lot of Mathematics'. This statement is given by
David Wheeler
George Polya
Van Hiele
Vygotsky
'Maths lab activities' can be used for
both formative as well as summative assessment
selecting students for National Mathematics
Olympiad
formative assessment
summative assessment
As per the NCF, 2005
narrow aim of teaching Mathematics at school is to develop numeracy-related skill and higher aim is to develop problem-solving skill
narrow aim of teaching Mathematics at school is to teach arithmetic and higher aim is to teach algebra
narrow aim of teaching Mathematics at school is to teach number
narrow aim of teaching Mathematics at school is to teach calculation and higher aim is to teach
measurements
According to Bloom's revised taxonomy, the cognitive objective that can be achieved through the following task
"Prepare a powerpoint presentation on contribution of Indian mathematicians," is
analyzing
creating
remembering
understanding