jueves, 10 de septiembre de 2020

bijeccions

f: R-{1,2} ---> R-{2,4} & x --> f(x) = 2x

f: R-{1,2} ---> R-{2,6} & x --> f(x) = 4x+(-2)

f: R-{1,2} ---> R-{2,8} & x --> f(x) = 6x+(-4)


f: R-{1,2} ---> R-{2,2k} & x --> f(x) = (2k+(-2))x+(-1)(2k+(-4))

(2k+(-2))+(-1)(2k+(-4)) = 2

(4k+(-4))+(-1)(2k+(-4)) = 2k


f: R-{1,2} ---> R-{2,3} & x --> f(x) = x+1

f: R-{1,2} ---> R-{2,5} & x --> f(x) = 3x+(-1)

f: R-{1,2} ---> R-{2,7} & x --> f(x) = 5x+(-3)


f: R-{1,2} ---> R-{2,(2k+1)} & x --> f(x) = (2k+(-1))x+(-1)(2k+(-3))

(2k+(-1))+(-1)(2k+(-3)) = 2

(4k+(-2))+(-1)(2k+(-3)) = 2k+1

No hay comentarios:

Publicar un comentario