Use base-ten grids to illustrate the partial products that occur when these products are computed with pencil and paper. Record your solutions by referring to the generic sketch and answering the following questions. Assume the first (top) factor is the top of the rectangle. 19 a. Region 1 Region 2 What are the dimensions and partial product corresponding to Region 1? ; partial product What are the dimensions and partial product corresponding to Region 2? ; partial product Dimensions Dimensions What is the final product? 2. 82 b. x47 Region 1 Region 2 Region 3 Region 4 What are the dimensions and partial product corresponding to Region 1? ; partial product What are the dimensions and partial product corresponding to Region 2? Dimensions Dimensions ; partial product What are the dimensions and partial product corresponding to Region 3? Dimensions ; partial product What are the dimensions and partial product corresponding to Region 4? Dimensions ; partial product What is the final product?

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter7: Systems Of Equations And Inequalities
Section7.4: Partial Fractions
Problem 2SE: Can you explain why a partial fraction decomposition is unique? (Hint: Think about it as a system of...
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Use base-ten grids to illustrate the partial products that occur when these products are computed
with pencil and paper. Record your solutions by referring to the generic sketch and answering the
following questions. Assume the first (top) factor is the top of the rectangle.
19
a.
Region 1
Region 2
What are the dimensions and partial product corresponding to Region 1?
; partial product
What are the dimensions and partial product corresponding to Region 2?
; partial product
Dimensions
Dimensions
What is the final product?
2.
Transcribed Image Text:Use base-ten grids to illustrate the partial products that occur when these products are computed with pencil and paper. Record your solutions by referring to the generic sketch and answering the following questions. Assume the first (top) factor is the top of the rectangle. 19 a. Region 1 Region 2 What are the dimensions and partial product corresponding to Region 1? ; partial product What are the dimensions and partial product corresponding to Region 2? ; partial product Dimensions Dimensions What is the final product? 2.
82
b.
x47
Region 1
Region 2
Region 3
Region 4
What are the dimensions and partial product corresponding to Region 1?
; partial product
What are the dimensions and partial product corresponding to Region 2?
Dimensions
Dimensions
; partial product
What are the dimensions and partial product corresponding to Region 3?
Dimensions
; partial product
What are the dimensions and partial product corresponding to Region 4?
Dimensions
; partial product
What is the final product?
Transcribed Image Text:82 b. x47 Region 1 Region 2 Region 3 Region 4 What are the dimensions and partial product corresponding to Region 1? ; partial product What are the dimensions and partial product corresponding to Region 2? Dimensions Dimensions ; partial product What are the dimensions and partial product corresponding to Region 3? Dimensions ; partial product What are the dimensions and partial product corresponding to Region 4? Dimensions ; partial product What is the final product?
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