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InicioN, NcN InicioNum1, RLeer Num1Si (Num1=1) y (Num1= 9)R=Num1^2Si (Num1=10) y (Num1= 99)R=(Num1) (2)Si (Num1=100) y (Num1= 999)R=Num1 - 100Si (Num>1000) o(Num1=0) o (Num1>-1)Si (Num1=100) y (Num1= 999)R= “Numero no vlido”Imprimir RInicioInicioNum1, Num2,... More

InicioN, NcN InicioNum1, RLeer Num1Si (Num1=1) y (Num1= 9)R=Num1^2Si (Num1=10) y (Num1= 99)R=(Num1) (2)Si (Num1=100) y (Num1= 999)R=Num1 - 100Si (Num>1000) o(Num1=0) o (Num1>-1)Si (Num1=100) y (Num1= 999)R= “Numero no vlido”Imprimir RInicioInicioNum1, Num2, RNum1, Num2Si (Num1<Num2)R= Num2-Num1R= Num1- Num2ImprimirFinInicioNum1, Num2, RNum1, Num2Si(Num1>Num2)R = Num1 + Num2Si(Num1<Num2)R = (Num1^”) + (Num2^2)D= “E2” – “E1”D= “E2” – “E1”D= “E2” – “E1”R = “Losnúmerosson iguales”Imprimir “R”FinD= “E2” – “E1”D= “E2” – “E1”InicioC1, C2, C3, C4, P, CBC1, C2, C3, C4Si (C1>C2) y (C3>C2) y (C4>C2)P=(C1+C3+C4)/3CB= “C2”Si (C2>C1) y (C3>C1) y (C4>C1)P=(C2+C3+C4)/3CB= “C1”Si (C2>C1) y (C3>C1) y (C4>C1)P=(C2+C1+C4)/3CB= C3“P” y “CB”InicioInicioE1, E2, EM, DE1, E2(E1>E2)EM= “E1”D= “E1” – “E2”EM= “E2”D= “E2” – “E1”D= “E1” – “E2”D= “E1” – “E2”El hermano mayor tiene“EM” y lelleva“D”Fin Para los siguientes problemas determina las entradas, salidas, constantes, variables, desarrolla el algoritmo y su dia Less