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Grade 4 Video Outcomes




N4.4 Demonstrate an understanding of multiplication of whole numbers (2- or 3-digit by
1 – digit) by:
 modeling the distributive property
 using personal strategies for multiplication, with and without concrete materials
 using arrays to represent multiplication
 connecting concrete representations to symbolic representations
 estimating products
 solving problems

Synopsis

Clip 4.4A models the 2006 Census problem presented below using Base 10 blocks to
represent the Stockholm population if it grew by three times its 2006 population. The left
to right algorithm is presented as follows:

  323                          Answer: Stockholm’s population would be 969.
x 3
 900 (3 x 300)                 Students should be encouraged to solve questions like this in a
  60 (3 x 20)                  number of different ways including but not limited to using the
                               traditional right to left algorithm with carrying. Wherever possible
+ 9 (3 x 3)                    multiplication and division should be presented as related
 969                           operations

Clip 4.4B models and discusses a 2 by 4 or 4 by 2 array of cubes on a square centimetre
grid and a 13 by 3 or 3 by 13 array as well as the related division questions 39/3= 13 and
39/13=3. The clip also suggests using square centimetre paper to construct various arrays
as a way of determining unknown facts using known facts. For instance an 8x 7 array
can be divided into an 8 x 3 array and an 8 x 4 array (24 + 32= 56).

Problem

According to the 2006 Census, Stockholm had a population of 323. If Stockholm were to
grow to three times its 2006 population what would its population be?

Concrete Manipulatives: Base 10 ones, tens and hundreds, square centimetre overlay
grid, and square centimetre paper.

Virtual Manipulatives




                                                                                                      1
Base 10 Blocks
http://arcytech.org/java/b10blocks/b10blocks.html

Multiplication Table
http://illuminations.nctm.org/ActivityDetail.aspx?ID=155

Rectangle Multiplication
http://nlvm.usu.edu/en/nav/frames_asid_192_g_1_t_1.html?from=topic_t_1.html




                                                                              2

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N4.4

  • 1. Grade 4 Video Outcomes N4.4 Demonstrate an understanding of multiplication of whole numbers (2- or 3-digit by 1 – digit) by:  modeling the distributive property  using personal strategies for multiplication, with and without concrete materials  using arrays to represent multiplication  connecting concrete representations to symbolic representations  estimating products  solving problems Synopsis Clip 4.4A models the 2006 Census problem presented below using Base 10 blocks to represent the Stockholm population if it grew by three times its 2006 population. The left to right algorithm is presented as follows: 323 Answer: Stockholm’s population would be 969. x 3 900 (3 x 300) Students should be encouraged to solve questions like this in a 60 (3 x 20) number of different ways including but not limited to using the traditional right to left algorithm with carrying. Wherever possible + 9 (3 x 3) multiplication and division should be presented as related 969 operations Clip 4.4B models and discusses a 2 by 4 or 4 by 2 array of cubes on a square centimetre grid and a 13 by 3 or 3 by 13 array as well as the related division questions 39/3= 13 and 39/13=3. The clip also suggests using square centimetre paper to construct various arrays as a way of determining unknown facts using known facts. For instance an 8x 7 array can be divided into an 8 x 3 array and an 8 x 4 array (24 + 32= 56). Problem According to the 2006 Census, Stockholm had a population of 323. If Stockholm were to grow to three times its 2006 population what would its population be? Concrete Manipulatives: Base 10 ones, tens and hundreds, square centimetre overlay grid, and square centimetre paper. Virtual Manipulatives 1
  • 2. Base 10 Blocks http://arcytech.org/java/b10blocks/b10blocks.html Multiplication Table http://illuminations.nctm.org/ActivityDetail.aspx?ID=155 Rectangle Multiplication http://nlvm.usu.edu/en/nav/frames_asid_192_g_1_t_1.html?from=topic_t_1.html 2