Sir homework ka answer 123 is correct Sir use option a = cauchy euler equation Optio b wronskian w(y1,y2)=y1y2'-y2y1'should not be zero for linearly independent Option c Picard lindelof theorem to sir thank you radhe radhe,🙏😊
1 option is correct, but there's a doubt in option 2, is their Wronskian non zero?? Option 3 is correct. In option 4, the solution space means they talk about Null space? Is the basis of that null space contains 3 elements? {x, x^2, 1/x^2} is a basis of that solution space, right? So dimension should be 3.
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Home work , correct options 1,2,3
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Option a,b and c
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Sir homework ka answer 123 is correct Sir use option a = cauchy euler equation
Optio b wronskian w(y1,y2)=y1y2'-y2y1'should not be zero for linearly independent
Option c Picard lindelof theorem to
sir thank you radhe radhe,🙏😊
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1,2,3
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B,C is true
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b c
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abc hoga i think
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2 to 5 lec kahan h applied k
We are covered Complex Analysis, Linear Algebra, Ring Theory & Group theory as well as , not only Applied Mathematics
abc
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1 option is correct, but there's a doubt in option 2, is their Wronskian non zero??
Option 3 is correct.
In option 4, the solution space means they talk about Null space? Is the basis of that null space contains 3 elements?
{x, x^2, 1/x^2} is a basis of that solution space, right? So dimension should be 3.
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123
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Sir, please reply
Why Option D is not correct?