Sonika posted an Question
October 04, 2020 • 01:55 am 30 points
  • CSIR NET
  • Mathematical Sciences

E of the hese inute let w,, w,, w, be three distinct subspace of r0 such that each w, has dim 9. let w = w.o w, n w, then we can conclude that 38. ,° w may not

e of the hese INUTE Let W,, W,, W, be three distinct subspace of R0 such that each W, has dim 9. Let W = W.o W, n W, then we can conclude that 38. ,° W may not be a subspace of R10 (B) dim W27 (A) dim W s 8 (C) (D) dim W 3 39 Let V,, V. be suhena

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    Satpal singh Best Answer

    see this attachment https://youtu.be/Z_AUyPW8XXc you will get your answer in this video

  • comment-profile-img>
    Deepak singh 1 best-answer

    see attached solution option c is correct

    cropped6165565839935648140.jpg
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    sir isme W1 +W2 ki jgh V kaise likh diya

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    becos dim ( w1 + w2 ) <= dim V

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    yes

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    we have given dimension of v , so converted w1+w2 to v

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    ok

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    sir meri book mein aise diya hua hai

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    thankuu0l

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    yeah , you can think according to this also..

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    intersection ki restrictions kaise lete hain ?

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    means w1 and w2 ki number of restriction are r1 and r2 then min and max restrictions nikal skte hain w1intersection w2 ki ??

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    vo bhi cirrect hoga na?

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    yes , option b is also correct.

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    feel free to ask again

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