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Tmst - 3 (Rapmr-H) (Gndm-A) (Aeswmrs & Fhets) Akk Hedha Aaiasf Tmst Wmrhms cnr JMM (Oahe)-021=

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AEW\MPW

1. (7)

0. (0)

7. (7)

4. (4)

=. (1)

3. (4)

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Akk Hedha Aaiasf Tmst Wmrhms cnr JMM (Oahe)-021= Tmst - 3 (Rapmr-H) (Gndm-A) (Aeswmrs & Fhets)

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RAPT - @ (GFMOHWTPX)

71. Aeswmr (1)

hs onst rmagthvm `mgausm fmrm cnromd

gar`ngathne ne attagi nc mkmgtrnpfhkm hs onststa`hkhzmd.

70. Aeswmr (1)

GF7

@r0

aefy. Cm@r7

FEN7

F WN0 4

GF7

@r

GF7

@r

EN0

77. Aeswmr (7)

Mkmgtrne whtfdrawmr at nrtfn aed para pnshthneshegrmasm tfm ratm nc eugkmnpfhkhg arnoathgsu`sthtuthne.

74. Aeswmr (4)

GF7

Gk

Gk

GF7

hs pkaear fmegm, onkmgukar pkaem hs

tfm pkaem nc syoomtry aed ht aksn `mars pnhet ncsyoomtry.

7=. Aeswmr (4)

Tnkumem hs onrm rmagthvm tfae `mezmem aed cnromd

1. Aeswmr (7)

0. Aeswmr (0)

0H P

7. Aeswmr (7)

4. Aeswmr (4)

0 00 =

'7 7 7

O O OO

=. Aeswmr (1)

1o

T

3. Aeswmr (4)

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Tmst - 3 (Rapmr-H) (Gndm-A) (Aeswmrs & Fhets) Akk Hedha Aaiasf Tmst Wmrhms cnr JMM (Oahe)-021=

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gar`ngathne as mkmgtrnpfhkm hs `mst cavnurmd heGk

sn, rmagthne HS fas onst ratm nc rmagthne.

73. Aeswmr (1)

t-@utyk lrnup gausms stmrhg fhedmraegm tn ehtrn lrnup

aed stnp ht rmsneatm dum tn wfhgf sta`hkhty ncgnejulatm `asm dmgrmasms aed aghdhg strmeltf

dmgrmasms. Wn,

GNNF

EN0

hs onst aghdhg.

7

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Akk Hedha Aaiasf Tmst Wmrhms cnr JMM (Oahe)-021= Tmst - 3 (Rapmr-H) (Gndm-A) (Aeswmrs & Fhets)

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RAPT - G (OATFMOATHGW)

31. Aeswmr (0)

Kmt ( )c x x

Enw, c(x+ x) c(x) ? c'(x).x?0

x

x

\m oay wrhtm, 0=.0 ? 0= + 2.0

Taihelx? 0= aed x? 2.0, wm favm

c(0=.0) c(0=) ?2.0

2.200 0=

c(0=.0) ? c(0=) + 2.20

? 0= 2.20

? =.20

(0=.0) =.20

30. Aeswmr (1)

y0? px7+ q

00 7

dyy px

dx

07

0

dy px

dx y

(0,7)

7 (4)

3

dy p

dx ? 0p? 4 (Wknpm nc y? 4x =)

p? 0

aed (0, 7) khms ne y0? px7+ qnr 8 0(0)7? q

q?