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What is the sum of any two (a) Odd numb...

What is the sum of any two (a) Odd numbers  (b) Even Numbers ?

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The correct Answer is:
8
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Knowledge Check

  • It is observed that to a problem like 'Show that the sum of any two odd numbers is an even number", most of the students replied by quoting one example, say, 5+ 7 = 12. Students answered this question inappropriately as

    A
    Students firmly believe that if a statement is true for one set of nunibers, it is always true and hence have developed strong strategy for making generalisations
    B
    Students have not learnt the logical proof for the statement in the class
    C
    Students have not understood that in Mathematics any' is used to indicate generalisations and hence are not able to answer correctly
    D
    Students have attained the formal operational stage as proposed by Piaget

  • It is observed that to problem like 'Show that the sum of any two odd numbers is an even number', most of the students replied by quoting one example, say, 5 +7 = 12 students answered this questions inappropriately as

    A
    students have not understood that in Mathematics 'any' is used to indicate generalisations and hence are not able to answer correctly
    B
    students have attained th formal operational stage as proposed by Piaget
    C
    students firmly believe that if a statement is true for one set of numbers, it is always true and hence have developed strong strategy for making generalisations
    D
    studdents have not learnt the logical proof for the statement in the class

  • It is observed that to problem like 'Show that the sum of any two odd numbers is an even number', most of the students replied by quoting one example, say, 5 +7 = 12 students answered this questions inappropriately as

    A
    students have not understood that in Mathematics 'any' is used to indicate generalisations and hence are not able to answer correctly
    B
    students have attained th formal operational stage as proposed by Piaget
    C
    students firmly believe that if a statement is true for one set of numbers, it is always true and hence have developed strong strategy for making generalisations
    D
    studdents have not learnt the logical proof for the statement in the class

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