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Alright you've bothered me long enough.

You've bugged me about helping you with solving systems of equations using matrices for too long.

I've solved using a matrix yesterday so I'll use that as an example.

So here's the equation.

3x + 4y + 9z = 4

5x - 2z + 8y = 3

2y + 3z + 5x = -1

You press 2nd then x -1. These are both on the left side.

2nd

alpha

math

x-1

Once inside of the matrix menu press the right arrow twice then press EDIT.

Press enter once your curser is hovering over

1: [ A ]. Place 3 x 4 as the perimeters of the matrix.

MATRIX [ A ] 3 x 4

Then place the equation into the matrix, excluding the x's. y's, and z's.

[ 3 4 9 4 ]

[ 5 -2 8 3 ]

[ 2 3 5 -1 ]

Once finished, go back to the matrix menu and go right one and select MATH.

Scroll down to B: rref( and select it.

Then go back to the menu and select

1: [ A ] 3x4, then press enter.

[ 1 0 0 -5 ]

[ 0 1 0 -2 ]

[ 0 0 1 3 ]

x = -5

y = -2

z = 3

So there. That's how you solve a system of equations using a matrix.

I hope you remember all of that cause that is the last time I'll explain it to you.

Buh-bye. See you in class.

Create your own at Storyboard That

Alright you've bothered me long enough.

You've bugged me about helping you with solving systems of equations using matrices for too long.

I've solved using a matrix yesterday so I'll use that as an example.

So here's the equation.

3x + 4y + 9z = 4

5x - 2z + 8y = 3

2y + 3z + 5x = -1

You press 2nd then x -1. These are both on the left side.

2nd

alpha

math

x-1

Once inside of the matrix menu press the right arrow twice then press EDIT.

Press enter once your curser is hovering over

1: [ A ]. Place 3 x 4 as the perimeters of the matrix.

MATRIX [ A ] 3 x 4

Then place the equation into the matrix, excluding the x's. y's, and z's.

[ 3 4 9 4 ]

[ 5 -2 8 3 ]

[ 2 3 5 -1 ]

Once finished, go back to the matrix menu and go right one and select MATH.

Scroll down to B: rref( and select it.

Then go back to the menu and select

1: [ A ] 3x4, then press enter.

[ 1 0 0 -5 ]

[ 0 1 0 -2 ]

[ 0 0 1 3 ]

x = -5

y = -2

z = 3

So there. That's how you solve a system of equations using a matrix.

I hope you remember all of that cause that is the last time I'll explain it to you.

Buh-bye. See you in class.

Create your own at Storyboard That

Alright you've bothered me long enough.

You've bugged me about helping you with solving systems of equations using matrices for too long.

I've solved using a matrix yesterday so I'll use that as an example.

So here's the equation.

3x + 4y + 9z = 4

5x - 2z + 8y = 3

2y + 3z + 5x = -1

You press 2nd then x -1. These are both on the left side.

2nd

alpha

math

x-1

Once inside of the matrix menu press the right arrow twice then press EDIT.

Press enter once your curser is hovering over

1: [ A ]. Place 3 x 4 as the perimeters of the matrix.

MATRIX [ A ] 3 x 4

Then place the equation into the matrix, excluding the x's. y's, and z's.

[ 3 4 9 4 ]

[ 5 -2 8 3 ]

[ 2 3 5 -1 ]

Once finished, go back to the matrix menu and go right one and select MATH.

Scroll down to B: rref( and select it.

Then go back to the menu and select

1: [ A ] 3x4, then press enter.

[ 1 0 0 -5 ]

[ 0 1 0 -2 ]

[ 0 0 1 3 ]

x = -5

y = -2

z = 3

So there. That's how you solve a system of equations using a matrix.

I hope you remember all of that cause that is the last time I'll explain it to you.

Buh-bye. See you in class.

Create your own at Storyboard That

Alright you've bothered me long enough.

You've bugged me about helping you with solving systems of equations using matrices for too long.

I've solved using a matrix yesterday so I'll use that as an example.

So here's the equation.

3x + 4y + 9z = 4

5x - 2z + 8y = 3

2y + 3z + 5x = -1

You press 2nd then x -1. These are both on the left side.

2nd

alpha

math

x-1

Once inside of the matrix menu press the right arrow twice then press EDIT.

Press enter once your curser is hovering over

1: [ A ]. Place 3 x 4 as the perimeters of the matrix.

MATRIX [ A ] 3 x 4

Then place the equation into the matrix, excluding the x's. y's, and z's.

[ 3 4 9 4 ]

[ 5 -2 8 3 ]

[ 2 3 5 -1 ]

Once finished, go back to the matrix menu and go right one and select MATH.

Scroll down to B: rref( and select it.

Then go back to the menu and select

1: [ A ] 3x4, then press enter.

[ 1 0 0 -5 ]

[ 0 1 0 -2 ]

[ 0 0 1 3 ]

x = -5

y = -2

z = 3

So there. That's how you solve a system of equations using a matrix.

I hope you remember all of that cause that is the last time I'll explain it to you.

Buh-bye. See you in class.

Create your own at Storyboard That

Alright you've bothered me long enough.

You've bugged me about helping you with solving systems of equations using matrices for too long.

I've solved using a matrix yesterday so I'll use that as an example.

So here's the equation.

3x + 4y + 9z = 4

5x - 2z + 8y = 3

2y + 3z + 5x = -1

You press 2nd then x -1. These are both on the left side.

2nd

alpha

math

x-1

Once inside of the matrix menu press the right arrow twice then press EDIT.

Press enter once your curser is hovering over

1: [ A ]. Place 3 x 4 as the perimeters of the matrix.

MATRIX [ A ] 3 x 4

Then place the equation into the matrix, excluding the x's. y's, and z's.

[ 3 4 9 4 ]

[ 5 -2 8 3 ]

[ 2 3 5 -1 ]

Once finished, go back to the matrix menu and go right one and select MATH.

Scroll down to B: rref( and select it.

Then go back to the menu and select

1: [ A ] 3x4, then press enter.

[ 1 0 0 -5 ]

[ 0 1 0 -2 ]

[ 0 0 1 3 ]

x = -5

y = -2

z = 3

So there. That's how you solve a system of equations using a matrix.

I hope you remember all of that cause that is the last time I'll explain it to you.

Buh-bye. See you in class.

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Texto del Guión Gráfico

  • Alright you've bothered me long enough.
  • I've solved using a matrix yesterday so I'll use that as an example.
  • You've bugged me about helping you with solving systems of equations using matrices for too long.
  • MATRIX [ A ] 3 x 4
  • 3x + 4y + 9z = 45x - 2z + 8y = 32y + 3z + 5x = -1
  • Press enter once your curser is hovering over 1: [ A ]. Place 3 x 4 as the perimeters of the matrix.
  • So here's the equation.
  • Scroll down to B: rref( and select it.
  • You press 2nd then x -1. These are both on the left side.
  • Then place the equation into the matrix, excluding the x's. y's, and z's.
  • 2ndalphamathx-1
  • Then go back to the menu and select 1: [ A ] 3x4, then press enter.
  • Once inside of the matrix menu press the right arrow twice then press EDIT.
  • [ 3 4 9 4 ][ 5 -2 8 3 ][ 2 3 5 -1 ]
  • [ 1 0 0 -5 ] [ 0 1 0 -2 ] [ 0 0 1 3 ]
  • Once finished, go back to the matrix menu and go right one and select MATH.
  • x = -5 y = -2 z = 3
  • Buh-bye. See you in class.
  • So there. That's how you solve a system of equations using a matrix.
  • I hope you remember all of that cause that is the last time I'll explain it to you.
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