Categoria: formulae.app / Matemáticas / Álgebra / Propiedades de los Logaritmos
Si logb a = x → a = bx; a>0; b>0; b≠1
log10a = loga
logea = lna
logbb = 1
logb1 = 0
logb(xr) = rlogbx
logb(bx) = x
blogbx = x
logab · logbc · logcd = logad
logax = logbx / logba
logbx / logax = logba
logb(xy) = logbx + logby
logb(x/y) = logbx - logby
cologbx = logb(1/x) = logb(1) - logbx = -logbx =