332 *3 (use base ten blocks), on videovideos 3t 2 * 3 use phase 10 blocks on videos videos
Answer (2)
332 × 3 = 996With base ten blocks (visual idea):Hundreds blocks: 3 hundreds × 3 = 9 hundreds (900)Tens rods: 3 tens × 3 = 9 tens (90)Ones cubes: 2 ones × 3 = 6 ones (6)So if you show it in a video with base ten blocks, you would have:9 hundred-squares9 ten-rods6 one-cubes
Answer:Step-by-step explanation:Multiplication of \(\text{332}\times \text{3}\) Using Base Ten Blocks The multiplication of \(\text{332}\times \text{3}\) can be visualized and performed using base ten blocks by following these steps: Step-by-Step Solution \(\text{1.}\) The number \(\text{332}\) is represented using base ten blocks: \(\text{3}\) hundred flats, \(\text{3}\) ten rods, and \(\text{2}\) unit cubes. \(\text{2.}\) Each place value is multiplied by \(\text{3}\) separately. \(\text{a.}\) The hundreds place is multiplied: \(\text{3}\) hundred flats are taken \(\text{3}\) times, resulting in \(\text{9}\) hundred flats. This represents \(\text{3}\times \text{300}=\text{900}\). \(\text{b.}\) The tens place is multiplied: \(\text{3}\) ten rods are taken \(\text{3}\) times, resulting in \(\text{9}\) ten rods. This represents \(\text{3}\times \text{30}=\text{90}\). \(\text{c.}\) The ones place is multiplied: \(\text{2}\) unit cubes are taken \(\text{3}\) times, resulting in \(\text{6}\) unit cubes. This represents \(\text{3}\times \text{2}=\text{6}\). \(\text{3.}\) The values obtained from each place value multiplication are combined. The total value is found by adding the results: \(\text{900}+\text{90}+\text{6}\). Final Answer The product of \(\text{332}\times \text{3}\) is \(\text{396}\).
