binary mathematical operator: to the power; exponential; [a to the b power].

see tenfa

- terpa
- x
_{1}fears x_{2}; x_{1}is afraid/scared/frightened by/fearful of x_{2}(event/tu'a object).

- tenfa
- x
_{1}is the exponential result of base x_{2}to power/exponent x_{3}. - de'o
- binary mathematical operator: logarithm; [log/ln a to base b]; default base 10 or e.
- fau'e
*(exp!)* - iterated function left-composition with self: f∘f∘...∘f, n times.
- te'au
- iterated Cartesian product with self: A × A × ... × A, n times.
- te'o'a
*(exp!)* - unary mekso operator: natural exponentiation operator exp, where exp(a) = e
^{a \forall a}. - enfa
- x
_{1}abstractly pertains to an exponential/root/logarithmic relationship between the elements of x_{2}(ordered pair) which are related via concrete relationship x_{3}. - xaudbo
- x
_{1}is \sqrt(A) [decimal: 1×10^{+(1/2)}] of x_{2}in dimension/aspect x_{3}(default is units).