part 1 of 3 1 . y ( 20 ) = ( A - 82 2 ) - For the differential equation dy + 4 xy = 0, 2. y (z) = ( A + 8x2) find its general solution. 3 . y ( x ) = ( A - 62 2 ) - 0 4 . y ( z ) = ( A + 62 2 ) 5. y(z ) = (A + 62 2 ) -3 part 2 of 3 Find the particular solution yo such that yo(2) = (16+ 8x2) -7 yo(0) = 2. 2. yo (2 ) = (8+ 82 2 ) 3 3. yo ( 2 ) = (8+ 6x2) -3 0 4. yo(a) = (8-62 2) -3 5 an(r) = (16 - 872) part 3 of 3 O 1. yo (2) = 48-7 For the particular solution yo in (ii), find the value of yo(2). 2. yo ( 2) = 497 3. yo (2) = 40-3 4. yo (2) = 32-3 5. yo (2) = 33 3