Mam, kernel = Sinxy vale me kernel ko 2 ki jgh ek term i.e upto xy tk approximate krke bhi kr skte h na? Vha se ans same aa rha h aur vo integration ko C1 consider krke vaise krke, to aise bhi shi h kya mam?
@eshitachakraborty7955
2 ай бұрын
Kar sakte ho pr for better approximation iss type k qns k lie hum generally 2 to 3 term tak choose krte hai
@pawankargwal984
3 ай бұрын
Thank you so much Mam…
@gulzarnazra2915
3 ай бұрын
Thanku very much mam🙏
@shrutisneha1701
3 ай бұрын
Hello Ma’am , for question number 4 I tried by taking cos sqx =(1+cos2x)/2. And put h1 and g1 equals to 1 and h2 =cos2x and g2 =1 , in this way we get lambda =1/pie I got infinity many solution, Could you please check and confirm if this above method we can apply or not.
@eshitachakraborty7955
3 ай бұрын
First of all u don't need to calculate lambda .. because here lambda is given, and secondly if u solve by the above method u have to take h1=1/2 g1=1, h2=(1/2)cos2x g2=1
@shrutisneha1701
3 ай бұрын
Got it, Thank you so much ma’am for the explanation.
@dikshashukla855
3 ай бұрын
Mam leibnitz rule kitne bar lgana hota h ye kaise pta chlega
@eshitachakraborty7955
3 ай бұрын
Aisa koi rule nehi hai ki kitni bar apply kare... bas hme unknown function kaise jaldi pata chale ye dekhna hai
@swatimodi1305
3 ай бұрын
Mam integral ka last que h non tri soln vala usme direct fi(0) and fi'(π) kyu nikala h, hme kese pta chlega ki in 2 value find kr lene s hmara kam bn jaega
@eshitachakraborty7955
3 ай бұрын
@@swatimodi1305 actually hume ye to pata hai na ki fredholm hai to boundary condition milenge hi , ab ye dekhna hai ki 2 boundary point pe phi and phi' kya value de raha hai usse boundary condition construct kr lenge
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