Continuous Medium Method & Wide Column Analogy - Soloution of Assignment No. 7 - T Section

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    Bttickjak| Ke 3 Dek|ikqeqt Jaliqj Ja|nel ' Sila Dehqjk Bkbhecy

    2

    Dek|ak|t eg Bttickjak| Ke+ 3Tehq|iek=

    Jb~ijqj Laghad|iek gej Gejqhb= 9

    \na aggad|t eg dbd`ikc bkl yiahlikc eg deqvhikc oabjt%thbot .bttqja 16! bkl 31! alqd|iek eg

    aggad|iwa ik dbd`ikc bkl yiahlikc t|bcat( atvad|iwahy) 26

    16! alqd|iek eg aggad|iwa ik Dbd`ikc= 26

    Oabj Jejak| eg Ika|ib 26

    Bhvnb Wbhqa 26

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    Bttickjak| Ke 3 Dek|ikqeqt Jaliqj Ja|nel ' Sila Dehqjk Bkbhecy

    ?

    Oa|b Wbhqa= 26

    31! alqd|iek eg aggad|iwa ik Yiahlikc= 22

    Oabj Jejak| eg Ika|ib 22

    Bhvnb Wbhqa 22

    Oa|b Wbhqa= 22

    31! alqd|iek \boha 22

    \na aggad| eg dbd`ikc ik sbhh tqomad|al |e |aktiek .bttqja b alqd|iek eg 41! eg ik bab bkl jejak| eg

    ika|ib) 2?

    41! _alqd|iek ik |na Bab bkl Jejak| eg Ika|ib eg Sbhh 2?

    \bohat B||bdnal ek ka~| vbca 2?

    Gikl |na hedb|iek eg jb~ijqj tnab ghes bkl i|t wbhqa bt sahh bt jb~ijqj tnab bkl jejak| ik |na

    dekkad|ikc oabj 24

    Gqhh Aggad|iwa Sil|n eg Oabj 24

    Jb~ijqj tnab ik |na Dekkad|ikc oabj= 24

    Jb~ijqj jejak| ik |na Dekkad|ikc oabj= 24

    61~Aggad|iwa Sil|n eg Oabj 24

    Jb~ijqj tnab ik |na Dekkad|ikc oabj= 24

    Jb~ijqj jejak| ik |na Dekkad|ikc oabj= 24

    6?1~Aggad|iwa Sil|n eg Oabj 24

    Jb~ijqj tnab ik |na Dekkad|ikc oabj= 24

    Jb~ijqj jejak| ik |na Dekkad|ikc oabj= 2

    Jb~ijqj Tnab Ghes

    B| N : ?4 j

    @4 : 634> @ :6+34

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    Bttickjak| Ke 3 Dek|ikqeqt Jaliqj Ja|nel ' Sila Dehqjk Bkbhecy

    26

    \na aggad|t eg dbd`ikc bkl yiahlikc eg deqvhikc oabjt%thbot .bttqja

    16! bkl 31! alqd|iek eg aggad|iwa ik dbd`ikc bkl yiahlikc t|bcat(

    atvad|iwahy)+

    16! alqd|iek eg aggad|iwa ik Dbd`ikc=Oabj Jejak| eg Ika|ib

    .)

    . )

    Bhvnb Wbhqa

    j

    Oa|b Wbhqa=

    Vq||ikc bhh wbhqat ik |na \boha oahes

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    Bttickjak| Ke 3 Dek|ikqeqt Jaliqj Ja|nel ' Sila Dehqjk Bkbhecy

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    Gikl |na hedb|iek eg jb~ijqj tnab ghes bkl i|t wbhqa bt sahh bt

    jb~ijqj tnab bkl jejak| ik |na dekkad|ikc oabj

    Gqhh Aggad|iwa Sil|n eg Oabj

    \na hedb|iek eg jb~ijqj tnab ghes it b| >|n

    Ghee

    \na wbhqa eg jb~ijqj tnab ghes it 4711< `K%j

    Jb~ijqj tnab ik |na Dekkad|ikc oabj=

    Jb~ijqj tnab geda ik |na dekkad|ikc oabj= Jb~ijqj jejak| ik |na Dekkad|ikc oabj=

    6+1~Aggad|iwa Sil|n eg Oabj

    \na hedb|iek eg jb~ijqj tnab ghes it b| 22|n

    Ghee

    \na wbhqa eg jb~ijqj tnab ghes it 4?

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    Bttickjak| Ke 3 Dek|ikqeqt Jaliqj Ja|nel ' Sila Dehqjk Bkbhecy

    23

    y : 222?9~? * 21733

    6

    1666

    26666

    21666

    ?6666

    ?1666

    6 ? < 7

    Ge ~ : 1>

    y : 222?9~ .1>)?

    * 2) + >1733

    Ia%Ig: y : ?99696>7

    Tnab Sbhh%Dehqjk Veva|iat=

    Bab eg abdn Sbhh= B? : .> ~ 6