What is \(7\times9\)?
- \(56\)
- \(63\)
- \(70\)
- \(81\)
Students will multiply and divide fluently within 100 using accurate and efficient strategies.
What is \(7\times9\)?
What is \(6\times8\)?
What is \(4\times7\)?
Which equation is true?
What is \(72\div8\)?
What is \(5\times9\)?
What is \(32\div4\)?
What is \(9\times4\)?
\(7\times9=63\). Think: \(7\times10=70\), then subtract one group of \(7\): \(70-7=63\). Choice C is \(7\times10\); choice A is \(7\times8\).
\(6\times8=48\). You can think of \(6\) groups of \(8\), or \(8\) groups of \(6\).
\(4\times7=28\). Count by \(7\)s four times: \(7, 14, 21, 28\).
\(5\times6=30\) is correct. The other answers are: \(3\times6=18\), \(8\times5=40\), and \(9\times3=27\).
\(72\div8=9\) because \(9\times8=72\). Division and multiplication are related. Choice D (\(64\)) is \(8\times8\), a common mistake.
\(5\times9=45\). Count by \(5\)s: \(5, 10, 15, 20, 25, 30, 35, 40, 45\).
\(32\div4=8\) because \(8\times4=32\). You need \(4\) groups with \(8\) in each group.
\(9\times4=36\). You can think of \(4\) nines or \(9\) fours: \(9+9+9+9=36\).