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Logarithms and trigonometric properties

Horizontales
√3/2 = ____ 60°=
〖log 〗_10X= Log X
For any positive numbers M and N and any Logarithmic base a, 〖log 〗_aMN= 〖log 〗_aM+ 〖log 〗_aN
Hypotenuse/ side adjacent to θ
For any base a and any positive real number x, a^(〖log 〗_a x) = X
〖log 〗_eX= Ln X
Log is short for...
θ
(Opposite )/(Adjacent )
How do we read, loga x?
What is the term for the number that goes in the blank space shown in the log? Log2 16=__
Verticales
Ln
〖log 〗_a32- 〖log 〗_a16= 〖log 〗_a 32/16 = 〖log 〗_a2, what logarithmic process is represented here?
〖log 〗_aM〖 log 〗_a (〖log 〗_a M)/(〖log 〗_a b)
√3/3 = ____30°
CSC
log_(_____)Ans= Exp
(Adjacent )/(Hypotenuse )
(Opposite )/(Hypotenuse )
COT
Angle with measure greater than 0° and less than 90°
α