496Ordered pairs,23(SU), 346–7, 448–9
Ordering
decimals, 420–1
fractions, 284–5
measures, 207, 221
money, 52–3
on a number line, 420
whole numbers, 46–7
Patterns, 21(SU), 38, 39, 42–3, 78–9, 130, 137,
144–5, 151, 170–1, 177, 272, 306–7, 340, 342,
348–9, 353, 375, 382
Percent, 291
Perimeter(see Measurement), 20(SU), 358–9, 362–3,
374–5, 454
Place value
decimals
chart, 416, 417
concepts
tenths/hundredths, 412–3, 414–5
thousandths, 417
expanded form, 416–7
representations, 412–3, 414–5, 418, 422, 426,
428
standard form, 416–7
word names, 412, 414–5, 416–7
write and read, 412–3, 414–5, 416–7
whole numbers
abacus, 93
chart, 36, 40, 42, 63
concepts, 1(SU), 36–43, 63
through thousands period, 1(SU), 36–7
through millions period, 38–43
through billions period, 63
expanded form, 42–3, 63,416–7
representations, 1(SU), 37, 48, 49
standard form, 1(SU), 36–7, 40–1, 42–3, 63,
416–7
word names, 1(SU), 36–7, 38–9, 40–1, 63
write and read, 1(SU), 36–7, 38–9, 40–1, 42–3,
63
Practice(see Practice in each lesson and Still More
Practice)
Predict,71, 143, 187, 244–5, 253, 255, 368
Prime factorization, 201
Prime number,201, 277
Probability
certainty/impossibility, 313
combinations, 51, 59, 61, 250–1
computing, 252–3, 312–3
dependent/independent events,
equally/more/less likely, 253, 255
events, 252–3, 254–5, 312–3
experiments, 27(SU), 255, 312–3
fair/unfair games, 255
notation, 312–3
outcomes, 252–3, 254–5Multiplication of whole numbers and money
area, 24(SU), 360–1, 362–3, 373
array, 128, 129
basic facts, 7(SU), 8(SU), 9(SU), 11(SU), 12(SU),
126–7, 274–5, 277, 306, 444–5, 449, 452–3
computation
1-digit multipliers
2-digit multiplicands, 128–9, 132–3, 359, 361
2-digit multiplicands with regrouping, 136–7
3-digit multiplicands with regrouping, 138–9
4-digit multiplicands with regrouping, 142–3
greater multiplicands, 144–5
multiplicands: multiples of 10, 100, 1000,
130–1, 156
2-digit numbers
2-digit multiplicands, 148–9, 150–1, 156
3-digit multiplicands, 152–3
multipliers of 10 and multiples of 10, 144–5
three factors, 126–7, 370–1
money, 7(SU), 8(SU), 9(SU),140–1, 142–3, 149,
150–1, 152–3, 156, 233
with measurement, 232
concept, 7(SU), 8(SU), 9(SU)
estimate (see Estimation strategies)
fact families, 12(SU), 167
factor/product, 7(SU), 126, 127, 143, 275
mental math, 144–5
missing factors, 12(SU), 127, 131, 275, 443, 444–5,
449
patterns, 130, 137, 144–5
properties (see Algebra)
related to addition, 7(SU), 8(SU), 128, 132
related to division, 11(SU), 12(SU), 168
representations, 7(SU), 8(SU), 9(SU), 127, 128,
129, 130
volume, 370–1, 374
Negative numbers,224–5, 459
Number line
compare, 268, 282
decimals, 413, 415, 420–1, 422
estimate, 49, 271
fractions/mixed numbers,268–9, 270–1, 280–1,
282, 296, 298, 300
halfway point, 48–9, 270–1
identify a point, 49, 268–9, 270–1, 281, 413, 415
negative numbers, 459
order, 420
round, 422
whole numbers, 10(SU), 48–9
Number theory
divisibility, 176–7
factors (common), 276–8
greatest common factor (GCF), 277, 278
least common denominator, 321
prime/composite numbers, 201
prime factorization (factor tree), 201
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