I need help with part a

Satisfy the requirements of the answer please

(1 point) Consider the differential equation: du 3 3 = u t t . dt ( ) a) Find the general solution to the above differential equation. (Instruction: Write the answer in a form such that its numerator is 1 and its integration constant is C --- rename your constant it necessary.) Answer: u = (1 /(-2t"(2)+t'\\(4)+C))/\\(1l2) - b) Find the particular solution of the above differential equation that satisfies the condition it = 4 at t = 0. Answer: u = (16/(16t'\\(2)-8t'\\(4)+1))'\\(1/2)