Exponential Who?
5^2=25
log5(25)=2
log2(8)=3
2^3=8
logb(81)=4
b=3
log7(n)=2
n=49
log25(5)=x
x=1/2
16^(3/4)=8
log16(8)=3/4
log64(2)=1/6
64^(1/6)=2
logb(9)=1/2
b=81
log4(n)=-2
n=1/16
log4(1/16)=x
x=-2
64^(2/3)=16
log64(16)=2/3
log4(1/2)=-1/2
4^(-1/2)=1/2
logb(1/16)=-2/3
b=64
log125(n)=-2/3
n=1/25
log16(1/64)=x
x=-3/2
81^(-3/4)=1/27
log81(1/27)=-3/4
log49(1/7)=-1/2
49^(-1/2)=1/7
logb(27)=3/5
b=243
log16(n)=-5/4
n=1/32
log(1/3)(81)=x
x=-4
256^(3/8)=8
log256(8)=3/8
log2(sqrt32)=5/2
2^(5/2)=sqrt32
logb(1/8)=-1/2
b=64
log(1/4)(n)=-3/2
n=8
log625(25)=x
x=1/2