Question and Answers Forum |
OthersQuestion and Answers: Page 17 |
Show that the boundary−value problem y′′+λy=0 y(0)=0, y(L)=0 has only the trival solution y=0 for the cases λ=0 and λ<0. let L be a non−zero real number. ? |
Consider the boundary value problem y^(′′) −2y′+2y=0, y(a)=c ,y(b)=d. 1) If this problem has a unique solution, how are a and b related? 2) If this problem has no solution, how are a,b,c and d related? Help! |
![]() |
![]() |
Differentiate, y = x^(x−1) hi |
Differentiate, y=e^x + x^x M.m |
Differentiate, y=(log_e x)^x M.m |
y=(sinx)^x Differentiate |
![]() |
![]() |
{ ((u_0 = 2)),((u_(n+1) = ((2u_n −1)/u_n ))) :} Find u_n . |
How many words can be made from 5 letters if (a) all letters are different (b) 2 letters are identical (c) all letters are different but 2 partucular letters cannot be adjacent. M.m |
H^(A^P P) Y Y_(E_A R) ! ⌊e⌋⌊i-i⌋⌊e⌋⌊𝛑⌋^(−) |
determinant ((( determinant (((2023))) )))_( is^ _(a number_(which is divisible_(by_(•_• ) ) ) ) ) (i)its sum of digits & (ii)its sum of squares of digits |
![]() |
![]() |
∫(1/(lnx))dx Help out |
If w is one of the complex cube roots of unity, show that (a+wb+w^2 c)(a+w^2 b+wc) is equal to (α^2 +b^2 +c^2 −ab−bc−cα). Kindly help me out, Thank you. |
y′^(′′) + 8y′^(′′) +12y′ = 0 Solve with better explanation |
Find the least value of (1−2x)(1−x). M.m |
Find the Maximum value of 3x(4−x) M.m |
y^((iv)) +16y^((iii)) +9y^((ii)) +256y^((i)) +256y=0 M.m |
(d^3 y/dx^3 )+4(d^2 y/dx^2 )+(dy/dx)−6y=0 M.m |
Solve the Differential equation below (d^3 y/dx^3 )+8(d^2 y/dx^2 )+12(dy/dx)=0 M.m |
![]() |
∫((x+4y)/(2x^2 +9xy))dx M.m |