Converting Natural and Common Logs
logx = 4
104=x
log3x=4
34=x
ln(∜e15)
4/15
ln100
4.605
10x=5
log5=x
ln x=y
ey =x
4x=5
log45=x
ln(e√e)
3/2
log(875)
2.942
ln z =10
e10 = z
ec = d
ln d = c
5p=q
log5q=p
log3(3*∜3)
5/4
log6(55)
2.237
log(∛100)
2/3
102a+7=b
logb=2a+7
log5(3x-2)=2
52=3x-2
log5(1/∛25)
-2/3
log8420
2.905
log2(√128)
7/2
log(3x-2)=2
102=3x-2
695=x-2
log(1/√1000)
-1.5
log3(85)
4.044
ln(1/√e30)
-15