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Individual Home Task

Variant 21

1. Calculate the limits: ) ; b) ;

c) ; d) .

4. Calculate the limits: ) ; b) .

5. Investigate the function for continuity: .

Module 2. Analitic geometry. Introduction to Calculus

Individual Home Task/Variant 22

1. Calculate the limits: ) ; b) ;

c) ; d) .

4. Calculate the limits: ) ; b) .

5. Investigate the function for continuity: .

Module 2. Analitic geometry. Introduction to Calculus

Individual Home Task

Variant 23

1.. Calculate the limits: ) ; b) ;

c) ; d) .

4. Calculate the limits: ) ; b) .

5. Investigate the function for continuity: .

Module 2. Analitic geometry. Introduction to Calculus

Individual Home Task

Variant 24

1. Calculate the limits: ) ; b) ;

c) ; d) .

4. Calculate the limits: ) ; b) .

5. Investigate the function for continuity: .

Module 2. Analitic geometry. Introduction to Calculus

Individual Home Task

Variant 25

1. Calculate the limits: ) ; b) ;

c) ; d) .

4. Calculate the limits: ) ; b) .

5. Investigate the function for continuity: .

Module 2. Analitic geometry. Introduction to Calculus

Individual Home Task

Variant 26

1Calculate the limits: ) ; b) ;

c) ; d) .

4. Calculate the limits: ) ; b) .

5. Investigate the function for continuity: .

Module 2. Analitic geometry. Introduction to Calculus

Individual Home Task

Variant 27

1Calculate the limits: ) ; b) ;

c) ; d) .

4. Calculate the limits: ) ; b) .

5. Investigate the function for continuity:

Module 2. Analitic geometry. Introduction to Calculus

Individual Home Task

Variant 28

1. Calculate the limits: ) ; b) ;

c) ; d) .

4. Calculate the limits: ) ; b) .

5. Investigate the function for continuity: .

Module 2. Analitic geometry. Introduction to Calculus

Individual Home Task

Variant 29

1Calculate the limits: ) ; b) ;

c) ; d) .

4. Calculate the limits: ) ; b) .

5. Investigate the function for continuity: .


Module 2. Analitic geometry. Introduction to Calculus

Individual Home Task

Variant 30

1. Calculate the limits: ) ; b) ;

c) ; d) .

4. Calculate the limits: ) ; b) .

5. Investigate the function for continuity: .

 

 


Date: 2015-12-24; view: 752


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