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Algebraic Expression to RPN Converter
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Algebraic expression to RPN
(Reverse Polish Notation)
Converter
Functions:
---
Vectorial
---------
CROSS
DOT
Numeric
-------
ABS
EXP
LN
LOG
SIGN
SQR
Complex
-------
ARG
CONJ
IM
RE
Trigonometric
-------------
ACOS
ACOSH
ACOT
ACOTH
ACSC
ACSCH
ASEC
ASECH
ASIN
ASINH
ATAN
ATANH
COS
COSH
COT
COTH
CSC
CSCH
SEC
SECH
SIN
SINH
TAN
TANH
Polynomial
----------
GCD
LCM
MOD
Matrix
------
DET
EGV
EGVL
RANK
TRN
Examples
I. Basic operations
I.1 2*3+4
I.2 2^3^2 =2^(3^2)
I.3 √(2+2) =sqrt(2+2)
I.4 1600/((1-(1+1/4)^30)/(1-(1+1/4)))
I.5 (-b+√(b^2-4*a*c))/(2*a)@a=1@b=2@c=3
I.6 -X
I.7 -X+x
I.8 5!
-------------
II. Evaluating
II.1 x^2-9*x+20@x=5
II.2 x^2-9*x+20@x=4.5
II.3 2+x/(y*z)@x=12@y=4@z=-3
-------------
III. Modulus
III.1 11 MOD 2
III.2 10 MOD 2
III.3 (6*x^11+18*x^9+4*x^8+36*x^6+16*x^3) MOD 11
III.4 (x^7+x^6+x^5+x^4+x^3+x^2)MOD(x^5+x)
-------------
IV. Vector
IV.1 DOT([3,-3,1][4,9,2]) // dot product
IV.1 CROSS([3,-3,1][4,9,2]) // cross product
V. Matrix
V.1 [[2,3],[3,-1]]+[[-1,4][3,3]]
V.2 [[2,3],[3,-1]]*[[-1,4][3,3]]
V.3 TRN[[2,-3],[3,-1]] // transpose
V.4 DET[[2,3],[3,-1]] //determinant
V.5 RANK([[1,2],[3,4]])
V.6 RANK([[1,2],[2,4]])
V.7 EGVL([[4,1,-2],[1,2,-1],[2,1,0]]) // eigenvalues
-------------
VI. Miscellany
VI.1 LCM(6*(x^2-1),4(x+1))
VI.2 GCD(6*(x^2-1),4(x+1))
-------------
Algebraic Linear Input:
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Variables (prepend _ if more than one character, e.g.: _k7=2):
Rounding
Alg. Step by Step
RPL
Stack
List Processing
Assignments
Purge
Evaluate
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RPN Output:
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