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Matrix Inverses and Determinants

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(1)

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Worksheet by Kuta Software LLC

Kuta Software - Infinite Precalculus

Matrix Inverses and Determinants

Name___________________________________

Date________________ Period____

-1-

Evaluate each determinant.

1)  

  2)  

 

3)  

  4)  

 

5)

  

  

  

6)

  

  

  

7)

  

  

  

8)

  

  

  

For each matrix state if an inverse exists.

9)  

  10)  

 

(2)

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Worksheet by Kuta Software LLC

-2-

Find the inverse of each matrix.

11)  

  12)  

 

13)  

  14)  

 

For each matrix state if an inverse exists.

15)

  

  

  

16)

  

  

  

Find the inverse of each matrix.

17)

  

  

  

18)

  

  

  

Critical thinking questions:

19) For what value(s) of x does the matrix M have an inverse?

M x

 x

20) Give an example of a 3×3 matrix that has a determinant of .

(3)

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Worksheet by Kuta Software LLC

Kuta Software - Infinite Precalculus

Matrix Inverses and Determinants

Name___________________________________

Date________________ Period____

-1-

Evaluate each determinant.

1)  

 

2)  

 



3)  

 



4)  

 



5)

  

  

  

6)

  

  

  



7)

  

  

  



8)

  

  

  



For each matrix state if an inverse exists.

9)  

 

No

10)  

 

Yes

(4)

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Worksheet by Kuta Software LLC

-2-

Find the inverse of each matrix.

11)  

 



  

 

12)  

 



  

 

13)  

 

  

 

14)  

 

  

 

For each matrix state if an inverse exists.

15)

  

  

  

Yes

16)

  

  

  

Yes

Find the inverse of each matrix.

17)

  

  

  





  

  

  

18)

  

  

  



  

  

  

Critical thinking questions:

19) For what value(s) of x does the matrix M have an inverse?

M x

 x

All values except  and 

20) Give an example of a 3×3 matrix that has a determinant of .

  

  

  

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