Page M-8
Higher-order derivatives, 13-13
Higher-order partial derivatives,
14-3
HILBERT, 10-14
Histograms, 12-30
HMS-, 25-3
HMS+, 25-3
HMS-->, 25-3
HORNER, 5-11, 5-20
H-VIEW, 12-20
Hyperbolic functions graphs, 12-
16
Hypothesis testing, 18-34
Hypothesis testing errors, 18-35
Hypothesis testing in linear
regression, 18-52
Hypothesis testing in the calculator,
18-42
Hypothesis testing on variances,
18-46
HZIN, 12-50
HZOUT, 12-50
I
i, 3-16
I/O functions menu, F-2
I
→
R, 5-28
IABCUV, 5-11
IBERNOULLI, 5-11
ICHINREM, 5-11
Identity matrix, 10-1
Identity matrix, 11-6
IDIV2, 5-11
IDN, 10-9
IEGCD, 5-11
IF...THEN..ELSE...END, 21-48
IF...THEN..END, 21-47
IFERR sub-menu, 21-65
IFTE, 3-35
ILAP, 16-11
Illumination units, 3-20
IM, 4-6
IMAGE, 11-54
Imaginary part, 4-1
Implicit derivatives, 13-7
Improper integrals, 13-21
Increasing-power CAS mode, C-9
INDEP, 22-6,
Independent variable in CAS, C-2,
Infinite series, 13-21, 13-23
INFO, 22-4
INPUT, 21-22 ,
Input forms programming, 21-21
Input forms use of A-1
Input string prompt programming,
21-21
Input-output functions menu, F-2
INS , L-1
INT, 13-14
Integer numbers, C-5
Integers, 2-1
Integrals, 13-14
Integrals definite, 13-15
Integrals step-by-step, 13-17
Integrals improper, 13-21
Integrals double, 14-6
Integrals multiple, 14-6
Integration change of variable, 13-19
Integration substitution, 13-18
Integration techniques, 13-18
Integration by partial fractions, 13-20
Integration by parts, 13-19