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Appendix A: Functions and Instructions 783
+ (add) 900 ì (subtract) 901 ù (multiply) 902
à
àà
à (divide) 902 ë (negate) 904 % (percent) 904
!
(factorial) 906 ‡
‡‡
‡() (sqr. root) 908 ^ (power) 903
G
(
gradian
) 909 ¡
¡¡
¡
(degree) 909
(angle) 909
¡
¡¡
¡, ', " 910 _ (underscore) 910 4
44
4 (convert) 911
10^()
911 0b, 0h 913 4
44
4Bin 789
4
44
4Cylind 803 4
44
4DD 806 4
44
4Dec 806
4
44
4DMS
812 4
44
4Grad 786 4
44
4Hex 829
4
44
4Polar
853 4
44
4Rect 863 4
44
4Sphere 881
abs() 786 and 786 angle() 787
approx()
788 ceiling() 790 conj() 794
cos 795 cosê() 796 cosh() 797
coshê() 797 cot() 797 cotê() 798
coth() 798 cothê() 798 csc() 798
cscê() 799 csch() 799 coshê() 799
E 814 e^() 814 exact() 816
4
44
4ln 837 4
44
4logbase 839 floor()
820
fPart()
823 gcd() 823 imag() 830
impDif() 831 int() 832 intDiv() 832
iPart()
832 isPrime() 833 lcm() 834
ln()
837 log() 839 max() 842
min() 844 mod() 844 nCr() 845
nPr() 848 P4
44
4Rx() 851 P4
44
4Ry() 851
r
(radian) 909 R4
44
4Pq
qq
q()
861 R4
44
4Pr() 861
real() 862 remain() 864 rotate() 865
round() 866 sec() 867 root() 865
secê() 868 sech() 868 sechê() 868
shift() 874 sign() 875 sin() 876
sinê() 877 sinh() 877 sinhê() 877
tan()
886 tanê() 887 tanh() 887
tanhê() 888 tmpCnv() 890 @
@@
@tmpCnv() 890
xê 911
+ (add) 900 ì (subtract) 901 ù (multiply) 902
à
àà
à (divide) 902 ë (negate) 904 .+ (dot add) 903
..
..
. (dot subt.) 903 . (dot mult.) 904 . / (dot divide) 904
.^ (dot power) 904 ^ (power) 903 augment() 789
colDim() 793 colNorm() 793 crossP() 798
cumSum() 802 data4
44
4mat 805 det() 809
diag() 810 dim() 810 dotP() 812
eigVc() 815 eigVl() 815 Fill 820
identity()
830 list4
44
4mat() 837 LU 841
mat4
44
4data 841 mat4
44
4list() 842 max() 842
mean() 842 median() 842 min() 844
mRow() 844 mRowAdd() 844 newMat() 846
norm() 848 product() 855 QR 859
randMat() 862 ref() 863 rowAdd() 866
rowDim() 866 rowNorm() 866 rowSwap() 867
rref() 867 simult() 876 stdDev() 882
stdDevPop() 882 subMat() 884 sum() 884
T
885 unitV() 892 variance() 893
xê 911
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