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IGNOU Old Question Paper Dec and June 2005

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CERTIFICATEPROGRAMME IN

TEACHING OF PRIMARY SCHOOL

MATHEMATTCS (CTPlrO

Term-End Examination

June,2005



LMT-O1 LEARNING

: MATHEMATICS



MaximumMorks: 700



Note t Ansuer any ten questions,





r. (a) What is the differencebehreen a 'scheme' and a

'schema'

? Give an exampleeach to bring out the

difference.



{b) List two charactedstics informailearning.Also give

of

an exampleof informal learning of mathematics by

childrenoutsidethe classroom.

(c) One child thowht ihat 0 3 was smallerthan 0.300

while anotherchild thoughtthat 0.3 was biggerthan

0 300. What do you think are the reasonsbehind

these responses How would you help the children

?

realisetheir error ?









LMT-O1 P.T.O.

)

2, (a) What is the difference bet\r/em conceptual and

proceduralknowledge Explainthis using'division'as

?

an example.Also descdbehow you wouldexplainthe

concept of divislon by adoptlng a 'conshuctlvist'

apprcacn.



(b) Describean activlty that can be usedto explaln the

concepts perimeterand area.Also explalnhow you

of

would use the activity to illustrate the difference

behlreentheset\ro concepts,





3. {a) What doesarea mean ? Gve hvo d,stlnct actMties

to help children Lmderctandwhy area is not

length x breadth.



(b) Explain the processoI'abstraction'. In what ways

does 'thinking mathematically'require dealncgwith

abstraction ? Your explanation should include

examples relatedto developingspatialabilities.





4. (a) Gving hro examplesfrom operationson fractions,

explainthe needtor dewlopingthe abilityto estimate.

Further, give two disiinci activitiesthat would h€lp

childrendeveloptheir eshmation skills.



{b) Do childrenleam by imitation? Give reasons your

Ior









LMT-O1

5. (a) What is meant bg 'egocentrism' ? D€scribe the

experiment don€ by Piaget to t€st whether

pre-schoolers take another person'sperspecti\re,

can

How did later researchers

modil!' the o.p€dment,and

what did they find ?



{b) Explainthe prccasses inolved in'handling data'.

Illustratethem ttnowh an example.



6. (a) Givean e l





LMT-OI 3 P.T.O.

8. (a) Supposeyou haveto teach childrenmultiplicationof

fractions.What would yout methodbe if you follow '

{i) the bankingmodel ?

model?

(ii) the constructivist



(b) Explain,with an exampl€from your o\r,'nlearningof

mathematrcs, how solving probl€ms helps in

understanding relatedconcepts

the



(c) Without finding &e L C.M. say which of the t'r'/o

hactions is bisger : 217/597 or 217/589 Gl.'"e

reasons your answef.

fof



9 . Gve the stageswe need to go through while solving a

problem,according Davisand Mayer Alsoillustratethem

to

in the context of solvingthe followingproblem '

ln a sports club there ore 30 people who ptoy footbot'

20 people L,hopta\ badmintonand 70 rDho plov both

games.Hol, mony club members play ot least one of

tu

lO. GIve one example €ach in support of the following

statements: 10



(i) Children tearn when they are active



{ii) There is a diflerence between guided learnlng and

simply imPartlng information.



(iii) We rped to adapt the cw{iculurn to elofue

child-sensitivePedagogies



(iv) t nguage aftects children's maihematical l€aming'



LMT.O1

ff. (a) My frtend beltevesthat South Indiansare ttetter at

mathernaticstlran North lndians. How would you

checkwh€therthis statement cotect or not ? What

is

data would you needto collectlot this ?

(b) I-lst tv,roconceptsthat a chlld neeJsto know befote

she ls inkoduced to decimal fractions. JustlfrJ!'o!r

cholce of conceFrts,

(c) 'asslmilation' and

Rplain the processes of

'accomrnodation'of a schema in the context of

leaming to inteQret data.



f 2. (a) Mrv is it lrnportant to let ch dren speak out their

for

i&as ? Give three reasons this.

(b) List five chamcteristics an activi9 that encourages

of

learning.



{c) l tlat is the dilference betreen irducti\€ and

. deducti\€logic ?









LMT-OI

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LMT-O1

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LMT.O1 11 7,OOO


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