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Logaritmes
g^g_log(x) = x
g_log(a) + g_log(b) = g_log(ab)
g_log(a) - g_log(b) = g_log(a/b)
n*g_log(a) = g_log(a^n)
g_log(a) = log(a)/log(g)
1/g(log(a)) = -g_log(a)
Als g^x = a, dan x = g_log(a)
g^g_log(x) = x
g_log(a) + g_log
(b) = g_log(ab)
g_log(a) - g_log
(b) = g_log(a/b)
n*g_log(a) = g_l
og(a^n)
g_log(a) = log(a
)/log(g)
1/g(log(a)) = -g
_log(a)
Als g^x = a, dan
x = g_log(a)