But you can use a special trick to evaluate certain expressions.
1) suppose you've typed in an expression or generated one
by some calculation. Then this expression will be in 'Ans' memory.
2) Since differentials can be evaluated then integrate an expression
and then differentiate it and evaluate.
example: to evaluate the expression X^7+2X^3+1 at X=2 then type the
expression in and press 'EXE' then type in the following:
diff(integral(Ans),X,1,2) and press 'EXE'.
(Where integral is the integral symbol.
The 1 refers to first order differentiation.)
To evaluate it at a different value, then press 'AC/on' and then
use the up arrow to scroll back to the typed in expression or
calculation that generated the expression.
Then press 'EXE' to get this expression into 'Ans' memory again,
and use the diff method again.
Of course all the above would be unnecessary if the algebraic features
weren't coseted away in their own mode, inaccessible to the rest of the
calculator.