Features Planned - Casio Reckon User Manual

Nroot(z,n)
DmsRad(x)
RadDms(x)
SWAP
Plot()
Plot3D()
Solve()
Proot(v)
Rat(x,eps)
Prime(n)
Mod(X,N)
Conj(z)
MJD(n)
Date(n)
Price(settlement,
maturity,
rate,
yield,
redemption,
frequency)
Mduration(settlement,
maturity,
coupon,
yield,
call,
frequency)
Floor(x)
Ran(n)
NRan(n,m)
//

Features Planned

Many features are missing from this release. Major regrets are:
•
Numerical integration.
• Polynomial CAS and Taylor series
•
Helpful mode and operational display annunciators.
2
CAS features are not planned in general, except for polynomials.
root, √ ����
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N
Convert x as DMS to Deg and then to RAD
Convert x from radians to Deg, then DMS
RPN only, swap stack X & T
Plot(expr, x-min, x-max)
Plot3D(expr, xy-min, xy-max)
Plot expr with the range given for both X and Y
independent variables
Plot3D(expr, x-min, x-max, y-min, y-max)
Solve(expr, x-min, x-max)
Real and complex roots of polynomial whose
coefficients are in vector v.
Finds a rational approximation p/q to x within eps.
|p/q - x| <= |eps|.
Determine whether n is prime (NB: slow)
Find X mod N
Conjugate complex number
Modified Julian day number for date yyyymmdd
Date as integer yyyymmdd from modified julian day
number
Bond price
eg.
price(20080215,20171115,5.75,6.5,100,2)
gives
94.635449207...
NB: same parameters as Excel.
Modified Macauley Duration for Bonds
eg
mduration(20080101,20160101,8,9,100,2)
gives,
5.7356698139..
NB: same as Excel, except call parameter added.
Floor function of x
Random number 1 to n
Non-random number 1 to n with m max non-
occurance.
Parallel operator, x//y = 1/(1/x + 1/y)
2
.
SHIFT ^
ALPHA ^
SHIFT XθT
SHIFT DEL (INS)
F4
F3
F5
Divide key