Recent content by cindrilla

oh my frinds ur not getting my point at all okk now listen to my problem carefully when we had the given question lyk this stated below as { (d^2y/dx^2)+(dy/dx)^3}^6/5=6y then...

ya first i had taken out the power 5 on both sides so tht [L.H.S]^6=(6Y)^5 THEN naturally we have to expand however after expansion we will get tht the highest exponent of d^2y/dx^2 as 6 isn't it?then i would say tht the degree is 6 & order is 2 then y is this method wrong??

ya i agree with wht my book & u r saying but y shouldn't the problem be solved in the way how I am saying

the power of the total l.h.s has ben shifted to r.h.s such tht (6y)^5/6so we r left with only l.h.s as no exponent so dergree is 1 order is 2 but my question is y we should do this

sorry it's degree is 1 and order is 2

hey i too had the same idea but in vain the answer to the above question is tht it's degree is 2

no yaar the whole of the L.H.S IS raisaed to the power of 6/5 got it?

i want to to know the degree of [d^2y/dx^2+(dy/dx)^3]^6/5=6y

hi frinds I am new to this forum pls guide me if I am wrong at any place im very much confused abt finding the degree of deferential equation of various problems.I have got the defination of "degree "of deferential equation as "the highest exponent of the highest derivative "okk now I am...