Fore the differential equation.t (t-2) 2 y + ty + y = 0, trd, is(i) an oredinary pointbranch pointli) an irregulare point()M a ragulare singular point About the author Alaia
Answer: 3 Step-by-step explanation: if the. differential equation become zero at any point of highest degree cofficient then the point is called regular singular point Reply
Answer:
3
Step-by-step explanation:
if the. differential equation become zero at any point of highest degree cofficient then the point is called regular singular point
Answer:
it is a ragulare singular point