Individual Home Task

Variant 11

1. Calculate the limits: а) ; b) ;

c) ; d) .

4. Calculate the limits: а) ; b) .

5. Investigate the function for continuity: .

Module 2. Analitic geometry. Introduction to Calculus

Individual Home Task

Variant 12

1Calculate the limits: а) ; b) ;

c) ; d) .

4. Calculate the limits: а) ; b) .

5. Investigate the function for continuity: .

Module 2. Analitic geometry. Introduction to Calculus

Individual Home Task

Variant 13

1 Calculate the limits: а) ; b) ;

c) ; d) .

4. Calculate the limits: а) ; b) .

5. Investigate the function for continuity: .

Module 2. Analitic geometry. Introduction to Calculus

Individual Home Task

Variant 14

1. Calculate the limits: а) ; b) ;

c) ; d) .

4. Calculate the limits: а) ; b) .

5. Investigate the function for continuity: .

Module 2. Analitic geometry. Introduction to Calculus

Individual Home Task

Variant 15

1 Calculate the limits: а) ; b) ;

c) ; d) .

4. Calculate the limits: а) ; b) .

5. Investigate the function for continuity: .

Module 2. Analitic geometry. Introduction to Calculus

Individual Home Task

Variant 16

1. Calculate the limits: а) ; b) ;

c) ; d) .

4. Calculate the limits: а) ; b) .

5. Investigate the function for continuity: .

Module 2. Analitic geometry. Introduction to Calculus

Individual Home Task

Variant 17

1 Calculate the limits: а) ; b) ;

c) ; d) .

4. Calculate the limits: а) ; b) .

5. Investigate the function for continuity: .

Module 2. Analitic geometry. Introduction to Calculus

Individual Home Task

Variant 18

1Calculate the limits: а) ; b) ;

c) ; d) .

4. Calculate the limits: а) ; b) .

5. Investigate the function for continuity: .

Module 2. Analitic geometry. Introduction to Calculus

Individual Home Task

Variant 19

1. Calculate the limits: а) ; b) ;

c) ; d)

4. Calculate the limits: а) ; b) .

5. Investigate the function for continuity: .

Module 2. Analitic geometry. Introduction to Calculus

Individual Home Task

Variant 20

3. Calculate the limits: а) ; b) ;

c) ; d) .

4. Calculate the limits: а) ; b) .

5. Investigate the function for continuity: .

Module 2. Analitic geometry. Introduction to Calculus

Date: 2015-12-24; view: 829