This question you will mark yourself as it involves working. This is for part I) only.

B1 relating it to the correct matrix

There is [blank_start]no unique solution[blank_end] as a = [blank_start]8[blank_end]

an infinite amount of solutions

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1The answer to part 1 is: [blank_start]36[blank_end]
1. A36
2Answer the question and fill out the matrix correctly.
1. A3
2. B0
3. C1
4. D4
5. E1/12
6. F12
3Det M x DetM-1 = [blank_start]1[blank_end]
This means when [blank_start]Detm-1[blank_end] is followed by [blank_start]DetM[blank_end] it is the [blank_start]identity matrix[blank_end] so the area [blank_start]would not change.[blank_end]
1. A1
2. BDetm-1
3. CDetM
4. Didentity matrix
5. Ewould not change.
4This question you will mark yourself as it involves working. This is for part I) only.
1. AM1 Attempt A*B
2. BA1 Correct A*B
3. CB1 relating it to the correct matrix
5A-1 does not exist when a = [blank_start]-8[blank_end]
1. A-8
6A-1 is equal to:
1. A
2. B
7x= [blank_start]2[blank_end]
y= [blank_start]-6[blank_end]
z= [blank_start]9[blank_end]
1. A9
2. B-6
3. C2
8There is [blank_start]no unique solution[blank_end] as a = [blank_start]8[blank_end]
1. Ano unique solution
2. Ban infinite amount of solutions
3. C8
4. D-8
9Write down the matrix for the rotation of 90 clockwise about the origin
1. A0
2. B1
3. C-1
4. D0
10Write down the matrix for the reflection in the line y=x
1. A0
2. B1
3. C1
4. D0

Descripción: AS level (FP1) Further Maths Test sobre Matrices, creado por Kashly Cash el 14/03/2017.
Autor: Kashly Cash
Idioma: English
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Etiquetas: further maths fp1 as level
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