Learning Objectives
- 01
Multiply any 3×1 confidently.
Advance A
W3·D2Same method, one more place value.
Multiply any 3×1 confidently.
Left-to-right 3×1 (Benjamin): hundreds, tens, units — each piece, then add.
300 × 7 = 2100
Hundreds first.
20 × 7 = 140
Tens next.
4 × 7 = 28
Then units.
2100 + 140 + 28 = 2268
Add as you go, left-to-right — say each running total aloud.
= 2268
×9 shortcut (Benjamin): use (n × 10) − n.
572 × 10 = 5720
Multiplying by 10 just shifts a zero on the end.
5720 − 572 = 5148
Subtract one copy of 572, because 9 = 10 − 1.
= 5148
Left-to-right 3×1 (Benjamin): hundreds, tens, units — each piece, then add.
800 × 3 = 2400
Hundreds first.
60 × 3 = 180
Tens next.
3 × 3 = 9
Then units.
2400 + 180 + 9 = 2589
Add as you go, left-to-right — say each running total aloud.
= 2589
Benjamin, Secrets of Mental Math — distribute left-to-right
Left-to-right 3×1 (Benjamin): hundreds, tens, units — each piece, then add.
300 × 7 = 2100
Hundreds first.
80 × 7 = 560
Tens next.
0 × 7 = 0
Then units.
2100 + 560 + 0 = 2660
Add as you go, left-to-right — say each running total aloud.
= 2660
Benjamin, Secrets of Mental Math — distribute left-to-right
Left-to-right 3×1 (Benjamin): hundreds, tens, units — each piece, then add.
200 × 7 = 1400
Hundreds first.
50 × 7 = 350
Tens next.
5 × 7 = 35
Then units.
1400 + 350 + 35 = 1785
Add as you go, left-to-right — say each running total aloud.
= 1785
Benjamin, Secrets of Mental Math — distribute left-to-right
2×1, 3×1, and factoring methods.
One simple and one intermediate problem to preview the week.
Simple · Day 1
Intermediate · Day 5