Actividad 2A

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Ejercicios 79,67,68
  79) Primero debe sacarse la raíz de la base y luego debe aplicarse el exponente de la potencia al primer resultado es decir a la raíz de la base. Ejemplo: √  36 6  = ( √  36 ) 6 = ( 6 ) 6 De manera ue la igualdad : (  p √  a ) q  =  p √  a q  es !alida. 7) a) #$% = 2 4 ∗ 13 #$%#&$'#(### #&&b) &$$ = 2 2 ∗ 5 2 ∗ 31 &$$#&(($#77((&(((&&c) 7 = 2 5 ∗ 23 7 # %#&%'#9##' ### %)*+meros expresados en potencia de &$.,)#$% = 2.08 ∗ 10 2 -)&$$= 3.1 ∗ 10 3  )7 = 7.36 ∗ 10 2  Explicaciones: #$%= #.$%/&$/&$ = #.$% / &$$ = #$% &$$= .&/&$/&$/&$ = .&/&$$/&$ = .&/&$$$ = &$$7 = 7. /&$/&$ = 7. /&$$ = 7 *umeros expresados en potencia de primos.a) #$% = 2 4 ∗ 13 #$%#&$'#(### #&&b) &$$ = 2 2 ∗ 5 2 ∗ 31 &$$#&(($#77((&(((&&c) 7 = 2 5 ∗ 23 7 # %#&%'#9##' ###
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