Indeed, why should anyone learn longhand? (substitute Morse CW or
abacus) Calculators (substitute Yeacomwood boxes) are so available and
inexpensive, that there is no need to learn longhand mathematics
(Substitute Morse CW) any more. I have personally seen little children
crying over their difficulties with learning longhand math. If they just
used calculators they wouldn't be so frustrated, and perhaps even learn
to love math. Longhand math is keeping potential mathematicians from
getting their degrees and infusing the field with their fresh ideas! 8^)
CW, in this analogy, is a different animal - more like comparing an
abacus to a calculator. In skilled hands, an abacus can give you the
same answer as a calculator (faster, too - watched a guy do it once!)
- but it is outmoded, in a world where calculators are cheap and
common.....one would be hard pressed to devise a compelling arguement
for teaching the abacus nowadays!
Actually, if you at all buy the argument about longhand vs a
calculator, you can hardly toss out CW by calling it an abacus (BTW, I
learned how to use an abacus in grade school) Toss 'em both out or
accept them both.