Ecuaciones Diferenciales Continuación − − > ! " #" % $' # % & →∞ $ # #" () & ( & ) * = ( + " , ( - . / . 0 # + "1 ( = - - 2 0 2 0 1 ) − 3 " ' 4 5 5 67 & " ( " & 4' # + 8 ( ' #" 9 : ; + < = 67 & & / # & /; < ( + -; > ? 9 67 & <9 " @A 8 + = C % 67 & & 9 6 9 B# # B# # : # = & # * & 5' 0 > B# 4 " B# *( 4 5 C # & B# # "( ' 0 9 # ? ' ( *( '- 5 67 & B# # + & # ? +" / 7 # # 7 4 # " ( > 7 !/> 7 ( # : $ / " ! 0 ? /C ; ! $ 0 54( -' :E /C !/ $ 4 8 4 6D * & 8 9 % :E /C : ' # ' ' 3 / 3 / : 4 3 & % - ( (" #" - -' ( & ' / ( " 3 ≥ 1 7 67 & # 3 3 ( 3C & * 3 & #" 9 - : / # 3 & % ' 3 3 ( " #" ≥ % ' % " # ' 4 ( F ' 3 " ' ' % 3 ≥ #" & & + ( " & 3 #" = 5 /#" " 3 &0 ( ( " # > : 5 =# C- = / C ! 3 6D * C : > 3 ! & 9 C5(#* = -' 55( 3 # 4 : ( & # = 4 * + ( % H " 67 & " C'G " + ( 0 7 ( ( 9 : = 0$ ! ( " # E # & = ! ( ( 5 : * " # % % : " =" # & // " 3# 3# # ( C / 6 3# " ( * # I J! ( $ 9 ! " #$ % !& # " " % ' # " #'! ' # % K K − /5 = KK + K − / = KK + C K + 5 = (- ) + - (/ ) + / = KK − - K + ' = KKK − ' KK + / K + 4 = , = KK + 5 = L ( ) = ( K( ) = − KK + 5 K + ' = L ( ) = ( K( ) = 5 KK − - = L ( ) = -( K = 5 KKK + KK − ' K − 5 = L ( ) = ( K( / , KK + K = KK + - K + + = − KK − - K + ' = - + ( >) )= ( KK( )= K K + / = − -C KK − K+ / ( = ) −/ KKK − KK − - K + - = ' − + - , = KK + / K − = - −- − K K + - K + - = (/ + ) KK − ′ + = − ( +ω = !ω +ω = !ω − ( ( ( )= ( )= ( ( )= ( ( )= ( ( )= ( ( ( K( K( ) = ' (π ) = π )= ( K( )= K( )= ' ( * & KKK − KK + K + = KKK − K = ! KKK − KK = -( + ) KKK − / KK − K + / = + KKK − > K + 5 = KKK − KK = / KK − 5 K + / # KK − K+ = ' =- 5 −/+ # KK + / / K− + / − * ; = KK + K+4 = KK + K− KK − C K + 4 = - KK + / K + > = = ( KKK − KK − > KKK + - KK − K−4 = = KK + K+ = # / KKK − / KK + 5 K − 5 = = / KKK + - KK − C K + C = > ; KK + K−4 = KK + - K + KK − K+ / = = 5 + KK + / ( K+4 = KKK + KK + / K + KK + K+ = / = ) C , ; KK − K+ = + (/ ) + ' KK − C K − KK + K + = KK + / (- ) K− = (/ ) +C KK + = K+ ( +C = − ( ) ) −C K= ( ) − 4 % + ( )= − − 67 & = − " ( )= : (/ ) + (/ ) + C + C * & # = 0 ' ( " 3 67 & 6D * 3 = N ! ( ( ! OH " 9 = 9 / : # M 3 = O = * * : 9 # * - 7 P L L ' ;% # #" ' = " N ' 7 ( ) ( )( ( ) % Q ! ( ) K+ = ( ) ∀ ∈ ( )≠ ( ) KK + " " ( A ( ) ( ) + = % ( ) ( ) − = , # " ∈ ( ( 5 ( ) ( ) )= ( ) ( KKK − KK + K− = / ( )= D = > : ( ( ) % K( )= ( KK( )= KK − / K − - = KK + - K − ' = " " →∞ - = KK + - K + ( ) ( ) " = ( ( ))( ) = ( )= = ( ) ( ' 5 ( )" ( ) 0 + - M ( KK − ) + K+ ( 0H ( ) + # = / * = -/ KK + - K − - = -- % ; KK( ) + () () K( ) ( )= = = ( )+ α -' # () = ( )+ ( β − K= * = -5 ϕ( ) K( ) = () + ( = > ϕ( )≥ K− -> % + ( K) = ; : : * ; = − K( ( )− = ! = K ;% ) K( ) & 0 K− − K = ) () α + β -C ( ( ( = )= / ) − 0 % )+ + ( " ∈ " ( ≠ -4 ( % ( ( + K = − " )= 0 ; (-) = 5 ' ( 7 ( 0 ' ' ) / + = > #!0 " ( )= ( ) , / , ( + ( )= ( ) K+ − = ( = : KK + / ( )− ( )− ( )− ( ) ( )( K+ ( ) = " >