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Addition and Subtraction with Scalar Multiples
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Scalar Multiplication, addition and subtraction in combination (pre-defined sizes in answers)
Metadata
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England schools
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England university
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Scotland schools
Taxonomy: mathcentre
Taxonomy: Kind of activity
Taxonomy: Context
Contributors
History
Tamsin Smith 7 months ago
Published this.Tamsin Smith 9 months, 2 weeks ago
Created this as a copy of Matrices: Scalar Multiple 03.Name | Status | Author | Last Modified | |
---|---|---|---|---|
Matrices: Basics 01 | Needs to be tested | Michael Proudman | 07/12/2021 08:24 | |
Matrices: Basics 02 | Needs to be tested | Michael Proudman | 07/12/2021 08:24 | |
Matrices: Basics 03 | Needs to be tested | Michael Proudman | 07/12/2021 08:24 | |
Matrices: Basics 04 | Needs to be tested | Michael Proudman | 07/12/2021 08:24 | |
Matrices: Add & Subtract 01 | Needs to be tested | Michael Proudman | 07/12/2021 08:24 | |
Matrices: Add & Subtract 03 | Needs to be tested | Michael Proudman | 07/12/2021 08:24 | |
Matrices: Add & Subtract 02 | Needs to be tested | Michael Proudman | 07/12/2021 08:24 | |
Matrices: Add & Subtract 04 | Needs to be tested | Michael Proudman | 07/12/2021 08:24 | |
Matrices: Scalar Multiple 01 | Needs to be tested | Michael Proudman | 07/12/2021 08:24 | |
Matrices: Scalar Multiple 02 | Needs to be tested | Michael Proudman | 07/12/2021 08:24 | |
Matrices: Scalar Multiple 03 | Needs to be tested | Michael Proudman | 07/12/2021 08:24 | |
Subtraction of Matrices | draft | Tamsin Smith | 17/09/2024 13:13 | |
Order of a Matrix | draft | Tamsin Smith | 17/09/2024 12:41 | |
Choosing an Element | draft | Tamsin Smith | 17/09/2024 12:40 | |
Finding the Transpose | draft | Tamsin Smith | 17/09/2024 13:21 | |
Scalar Multiple of a Matrix | draft | Tamsin Smith | 17/09/2024 13:12 | |
Addition and Subtraction with Scalar Multiples | draft | Tamsin Smith | 17/09/2024 12:46 | |
Addition of Matrices | draft | Tamsin Smith | 16/09/2024 12:24 |
There are 9 other versions that do you not have access to.
Name | Type | Generated Value |
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n1 | integer |
3
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m1 | integer |
3
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A | matrix |
Matrix of size 3×3
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A2 | matrix |
Matrix of size 3×3
|
Name | Type | Generated Value |
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n2 | integer |
4
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m2 | integer |
1
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B | matrix |
matrix([-3],[6],[1],[-3])
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B2 | matrix |
matrix([-9],[2],[9],[-9])
|
Name | Type | Generated Value |
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n3 | integer |
2
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||||
m3 | integer |
1
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C | matrix |
matrix([6],[0])
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C2 | matrix |
matrix([-3],[-4])
|
Name | Type | Generated Value |
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n4 | integer |
1
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||||
m4 | integer |
3
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D | matrix |
matrix([2,-4,1])
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D2 | matrix |
matrix([8,-8,-5])
|
Name | Type | Generated Value |
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n5 | integer |
2
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||||
m5 | integer |
4
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EE | matrix |
matrix([9,2,2,-7],[9,-7,-5,3])
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EE2 | matrix |
Matrix of size 2×4
|
Name | Type | Generated Value |
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k1 | integer |
5
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k2 | integer |
3
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k3 | integer |
2
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k4 | integer |
-8
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k5 | integer |
3
|
Name | Type | Generated Value |
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ad1 | matrix |
Matrix of size 3×3
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ad1a | matrix |
Matrix of size 3×3
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ad2 | matrix |
matrix([-27],[6],[27],[-27])
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ad2a | matrix |
matrix([24],[0],[-26],[24])
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ad3 | matrix |
matrix([12],[0])
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ad3a | matrix |
matrix([-15],[-20])
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ad3b | matrix |
matrix([27],[20])
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ad4 | matrix |
matrix([-16,32,-8])
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ad4a | matrix |
matrix([-8,24,-13])
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ad5 | matrix |
Matrix of size 2×4
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ad5a | matrix |
Matrix of size 2×4
|
Generated value: integer
3
→ Used by:
- A
- A2
- m1
This variable doesn't seem to be used anywhere.
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