Matrix revision
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Matrix Revision. Basic Operations – Beat the Clock. 5:00 4:30 4:00 3:30 3 :00 2:30 2:00 1:30 1:00 0:30 TIME UP!!. 35 32 8 Can’t do it! -12 20 -60 88 5/17 -2/17 1/17 3/17 A. 3x2 3 0 5 -5 0 -1 3 -5 3 6 -13 25 Can’t do it! .

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Matrix Revision

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Matrix revision

Matrix Revision


Basic operations beat the clock

Basic Operations – Beat the Clock

5:00

4:30

4:00

3:30

3:00

2:30

2:00

1:30

1:00

0:30

TIME UP!!

35

32

8

Can’t do it!

-12 20

-60 88

5/17 -2/17

1/17 3/17

A

3x2

3 0

5 -5

0 -1

3 -5

3 6

-13 25

Can’t do it!


Important terms what do these mean

Important terms – what do these mean?

  • Order of a matrix

    • What does the order tell you when multiplying matrices?

  • Zero matrix

  • Identity matrix


Calculator techniques

Calculator techniques

  • Briefly note down the buttons and functions you may need to use with matrices


Determinant

Determinant

  • What are the two main notations used for the determinant?

  • Pair up the following – no calculators!:

11

6

4

-31


Finding the inverse

Finding the Inverse

  • In what situations can the inverse be found?

  • 2 x 2 by hand, 3 x 3 on GDC

  • If AB = I what does that tell you about A and B?

  • If CD = 5I, what is the inverse of D?


Simultaneous equations

Simultaneous equations

  • AX = B. Make X the subject showing all lines of working clearly.

  • Solve the following simultaneous equations using matrices and a GDC.

5, -20.6, -5.3, 3.9


Algebra and matrices

Algebra and matrices

  • What is the important law that works with normal algebra and not matrix algebra?


Tarsia puzzle

Tarsia puzzle


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