Respuesta:
Explicación paso a paso:
log(4)x+log(log3)=log(log(3⁴))
log(2²)x+log(log(3))=log(4log(3))
[tex]2 log(2) x + log( log(3) ) = log( 4log(3) ) [/tex]
[tex](2 log(2) x = log( \frac{ 4log(3) }{ log(3) } )[/tex]
[tex]2 log(2)x = log(4) [/tex]
2log(2)x=log(2²)
Hacemos lo mismo:
2log(2)x=2log(2)
2x=2
x=1
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Respuesta:
1
Explicación paso a paso:
log(4)x+log(log3)=log(log(3⁴))
log(2²)x+log(log(3))=log(4log(3))
[tex]2 log(2) x + log( log(3) ) = log( 4log(3) ) [/tex]
AQUÍ EMPIEZA NUESTRA ECUACIÓN
[tex](2 log(2) x = log( \frac{ 4log(3) }{ log(3) } )[/tex]
[tex]2 log(2)x = log(4) [/tex]
2log(2)x=log(2²)
Hacemos lo mismo:
2log(2)x=2log(2)
2x=2
x=1