# data[].attributes.body
a^b = c  =  loga^c = b

Example:
2^3 = 8   =   log2^8 = 3

# data[].attributes.body
loga^N  =  Nlog(a)

example:
log5(5)^7
= 7log5(5)
= 7(1)
=7

# data[].attributes.body
log(axb) = loga + logb

Example:
log2^16x8
= log2^16 + log2^8
= 4+3
= 7

# data[].attributes.body
log(a/b) = loga - logb

Example:
log2^(4/2)
= log2^4 - log2^2
= 2 + 1
= 3

# data[].attributes.body
If a log is written without a base it is assumed that it is referring to natural log or log10

# data[].attributes.body
They are the inverse of each other.