internal representation, 1–19, 10–4large and small, 1–14, 1–16 limitations, 1–14 mantissa, 1–15

negative, 1–14, 9–3, 10–4 order in calculations, 1–18 periods and commas in, 1–18,

A–1precision, 1–19, D–13 prime, 17–6

range of, 1–16, 10–5 real, 4–1, 8–1 recalling, 3–2 reusing, 2–6, 2–9 rounding, 4–16 showing all digits, 1–21 storing, 3–2 truncating, 10–4

typing, 1–14, 1–15, 10–1

O

†, 1–1

OCT annunciator, 10–1 octal numbers. See numbers

arithmetic, 10–2 converting to, 10–1 range of, 10–5 typing, 10–1

one–variable statistics, 11–2 overflowflags, 13–9, F–3result of calculation, 1–16, 10–3, 10–5

setting response, 13–9, F–3 testing occurrence, 13–9

P

π, A–2 parentheses

in arithmetic, 2–11in equations, 6–5, 6–6, 6–14 pause. See PSE

payment (finance), 17–1 percentage functions, 4–6 periods (in numbers), 1–18, A–1 permutations, 4–14

Physics constants, 4–8 polar–to–rectangular coordinate

conversion, 4–10, 9–5, 15–1 poles of functions, D–5 polynomials, 12–23, 15–20 population standard deviations,

11–6

power annunciator, 1–1, A–2 power curve fitting, 16–1 power functions, 1–15, 4–2, 9–3 precedence (equation operators),

6–13precision (numbers), 1–19, 1–21, D–13present value. See financial calculationsPRGM TOP, 12–4, 12–6, 12–19, F–3prime number generator, 17–6 probabilityfunctions, 4–14normal distribution, 16–11 program catalog, 1–24, 12–20 program labelsbranching to, 13–2, 13–4, 13–16
Index–9