Search

Math 235

Create a Storyboard
Copy this Storyboard CREATE A STORYBOARD!
Create your own at Storyboard That

At the side of the door there is a keypad that accepts 3 digit codes and a random 2x2 matrix on screen.

4 2

2 6

[ ]

4 2

2 6

[ ]





Agent Q:


Glad you asked Pond.


Well we’re going to use the matrix on the screen and the master key to find the code.


Let’s call the digits we need a b c d.


We first form an equation by equaling the linear combination of the master key (using a b c d) to the given Matrix.


We form 1 2x2 matrix on the left side and now solve for the unknowns.


A (1 0) + … + D(0 0)

(0 0). (0 1)


(A B) = (4 2)

(C D) (3 6)


Clearly a is 4 , b is 2 , c is 3 and d is 6



Hey Agent Q, I need a 3 digit password for this door! It has a 2x2 matrix, but I don’t know what it means.

Agent Q: These matrices make up a basis that can be used to make any 2x2 Matrix that are part of a specific vector space.

Q sends the basis for the 2x2 Matrix vector space to Pond’s phone.

1 0 , 0 2 , 0 0

0 0 2 0 0 1

[ ][ ][ ]



Create your own at Storyboard That

At the side of the door there is a keypad that accepts 3 digit codes and a random 2x2 matrix on screen.

4 2

2 6

[ ]

4 2

2 6

[ ]





Agent Q:


Glad you asked Pond.


Well we’re going to use the matrix on the screen and the master key to find the code.


Let’s call the digits we need a b c d.


We first form an equation by equaling the linear combination of the master key (using a b c d) to the given Matrix.


We form 1 2x2 matrix on the left side and now solve for the unknowns.


A (1 0) + … + D(0 0)

(0 0). (0 1)


(A B) = (4 2)

(C D) (3 6)


Clearly a is 4 , b is 2 , c is 3 and d is 6



Hey Agent Q, I need a 3 digit password for this door! It has a 2x2 matrix, but I don’t know what it means.

Agent Q: These matrices make up a basis that can be used to make any 2x2 Matrix that are part of a specific vector space.

Q sends the basis for the 2x2 Matrix vector space to Pond’s phone.

1 0 , 0 2 , 0 0

0 0 2 0 0 1

[ ][ ][ ]



Create your own at Storyboard That

At the side of the door there is a keypad that accepts 3 digit codes and a random 2x2 matrix on screen.

4 2

2 6

[ ]

4 2

2 6

[ ]





Agent Q:


Glad you asked Pond.


Well we’re going to use the matrix on the screen and the master key to find the code.


Let’s call the digits we need a b c d.


We first form an equation by equaling the linear combination of the master key (using a b c d) to the given Matrix.


We form 1 2x2 matrix on the left side and now solve for the unknowns.


A (1 0) + … + D(0 0)

(0 0). (0 1)


(A B) = (4 2)

(C D) (3 6)


Clearly a is 4 , b is 2 , c is 3 and d is 6



Hey Agent Q, I need a 3 digit password for this door! It has a 2x2 matrix, but I don’t know what it means.

Agent Q: These matrices make up a basis that can be used to make any 2x2 Matrix that are part of a specific vector space.

Q sends the basis for the 2x2 Matrix vector space to Pond’s phone.

1 0 , 0 2 , 0 0

0 0 2 0 0 1

[ ][ ][ ]



Create your own at Storyboard That

At the side of the door there is a keypad that accepts 3 digit codes and a random 2x2 matrix on screen.

4 2

2 6

[ ]

4 2

2 6

[ ]





Agent Q:


Glad you asked Pond.


Well we’re going to use the matrix on the screen and the master key to find the code.


Let’s call the digits we need a b c d.


We first form an equation by equaling the linear combination of the master key (using a b c d) to the given Matrix.


We form 1 2x2 matrix on the left side and now solve for the unknowns.


A (1 0) + … + D(0 0)

(0 0). (0 1)


(A B) = (4 2)

(C D) (3 6)


Clearly a is 4 , b is 2 , c is 3 and d is 6



Hey Agent Q, I need a 3 digit password for this door! It has a 2x2 matrix, but I don’t know what it means.

Agent Q: These matrices make up a basis that can be used to make any 2x2 Matrix that are part of a specific vector space.

Q sends the basis for the 2x2 Matrix vector space to Pond’s phone.

1 0 , 0 2 , 0 0

0 0 2 0 0 1

[ ][ ][ ]



Create your own at Storyboard That

At the side of the door there is a keypad that accepts 3 digit codes and a random 2x2 matrix on screen.

4 2

2 6

[ ]

4 2

2 6

[ ]





Agent Q:


Glad you asked Pond.


Well we’re going to use the matrix on the screen and the master key to find the code.


Let’s call the digits we need a b c d.


We first form an equation by equaling the linear combination of the master key (using a b c d) to the given Matrix.


We form 1 2x2 matrix on the left side and now solve for the unknowns.


A (1 0) + … + D(0 0)

(0 0). (0 1)


(A B) = (4 2)

(C D) (3 6)


Clearly a is 4 , b is 2 , c is 3 and d is 6



Hey Agent Q, I need a 3 digit password for this door! It has a 2x2 matrix, but I don’t know what it means.

Agent Q: These matrices make up a basis that can be used to make any 2x2 Matrix that are part of a specific vector space.

Q sends the basis for the 2x2 Matrix vector space to Pond’s phone.

1 0 , 0 2 , 0 0

0 0 2 0 0 1

[ ][ ][ ]



Create your own at Storyboard That

At the side of the door there is a keypad that accepts 3 digit codes and a random 2x2 matrix on screen.

4 2

2 6

[ ]

4 2

2 6

[ ]





Agent Q:


Glad you asked Pond.


Well we’re going to use the matrix on the screen and the master key to find the code.


Let’s call the digits we need a b c d.


We first form an equation by equaling the linear combination of the master key (using a b c d) to the given Matrix.


We form 1 2x2 matrix on the left side and now solve for the unknowns.


A (1 0) + … + D(0 0)

(0 0). (0 1)


(A B) = (4 2)

(C D) (3 6)


Clearly a is 4 , b is 2 , c is 3 and d is 6



Hey Agent Q, I need a 3 digit password for this door! It has a 2x2 matrix, but I don’t know what it means.

Agent Q: These matrices make up a basis that can be used to make any 2x2 Matrix that are part of a specific vector space.

Q sends the basis for the 2x2 Matrix vector space to Pond’s phone.

1 0 , 0 2 , 0 0

0 0 2 0 0 1

[ ][ ][ ]



Create your own at Storyboard That

At the side of the door there is a keypad that accepts 3 digit codes and a random 2x2 matrix on screen.

4 2

2 6

[ ]

4 2

2 6

[ ]





Agent Q:


Glad you asked Pond.


Well we’re going to use the matrix on the screen and the master key to find the code.


Let’s call the digits we need a b c d.


We first form an equation by equaling the linear combination of the master key (using a b c d) to the given Matrix.


We form 1 2x2 matrix on the left side and now solve for the unknowns.


A (1 0) + … + D(0 0)

(0 0). (0 1)


(A B) = (4 2)

(C D) (3 6)


Clearly a is 4 , b is 2 , c is 3 and d is 6



Hey Agent Q, I need a 3 digit password for this door! It has a 2x2 matrix, but I don’t know what it means.

Agent Q: These matrices make up a basis that can be used to make any 2x2 Matrix that are part of a specific vector space.

Q sends the basis for the 2x2 Matrix vector space to Pond’s phone.

1 0 , 0 2 , 0 0

0 0 2 0 0 1

[ ][ ][ ]



Create your own at Storyboard That

At the side of the door there is a keypad that accepts 3 digit codes and a random 2x2 matrix on screen.

4 2

2 6

[ ]

4 2

2 6

[ ]





Agent Q:


Glad you asked Pond.


Well we’re going to use the matrix on the screen and the master key to find the code.


Let’s call the digits we need a b c d.


We first form an equation by equaling the linear combination of the master key (using a b c d) to the given Matrix.


We form 1 2x2 matrix on the left side and now solve for the unknowns.


A (1 0) + … + D(0 0)

(0 0). (0 1)


(A B) = (4 2)

(C D) (3 6)


Clearly a is 4 , b is 2 , c is 3 and d is 6



Hey Agent Q, I need a 3 digit password for this door! It has a 2x2 matrix, but I don’t know what it means.

Agent Q: These matrices make up a basis that can be used to make any 2x2 Matrix that are part of a specific vector space.

Q sends the basis for the 2x2 Matrix vector space to Pond’s phone.

1 0 , 0 2 , 0 0

0 0 2 0 0 1

[ ][ ][ ]



View as slideshow
CREATE A STORYBOARD! Copy
Storyboard That Characters Storyboard That

Create your own Storyboard

Try it for Free!

Create your own Storyboard

Try it for Free!

Storyboard Text

  • Q sends the basis for the 2x2 Matrix vector space to Pond’s phone.
  • [ ] [ ] [ ]
  • 1 0 , 0 2 , 0 00 0 2 0 0 1
  • [ ]
  • 4 22 6
  • 
  • Agent Q:Glad you asked Pond.Well we’re going to use the matrix on the screen and the master key to find the code.Let’s call the digits we need a b c d.We first form an equation by equaling the linear combination of the master key (using a b c d) to the given Matrix.We form 1 2x2 matrix on the left side and now solve for the unknowns.A (1 0) + … + D(0 0) (0 0). (0 1)(A B) = (4 2)(C D) (3 6)Clearly a is 4 , b is 2 , c is 3 and d is 6
  • Agent Q: These matrices make up a basis that can be used to make any 2x2 Matrix that are part of a specific vector space.
  • At the side of the door there is a keypad that accepts 3 digit codes and a random 2x2 matrix on screen.
  • Hey Agent Q, I need a 3 digit password for this door! It has a 2x2 matrix, but I don’t know what it means.
  • [ ]
  • 4 22 6
  • 
Over 30 Million Storyboards Created
No Downloads, No Credit Card, and No Login Needed to Try!
CREATE MY FIRST STORYBOARD
Storyboard That Family

We use cookies so you get the best experience, Privacy Policy

Got it!