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    Pharmacology

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    Class Room Policy

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    What come in your mindwhen you here the word

    Pharmacology?

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    What are yourexpectationregarding

    pharmacology?

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    Regarding dosagecalculation

    any idea?

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    COURSE OBJECTIVESAt the end of the course and given relevant

    actualor simulated situations/conditions, the

    student

    will be able to:

    Understand the history and/or etiology ofpharmacology

    Apply concept and principles of pharmacology

    to ensure and proper use of drugs.

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    COURSE OBJECTIVES Explain the action, therapeutic use,

    preparation, dosage, mode ofadministration of selected drugs andmedicinal plants.

    Discuss the role and responsibility of thenurse in pharmacology

    Interpret medication orders.

    Calculate medication orders based on the

    given setting.

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    MATHEMATICS

    SKILLS REVIEW

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    Adding and Subtracting

    Decimals

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    To add decimals

    Line up the decimal points and add the

    columns from right to left.

    Place a decimal point in the answer

    directly below the other decimal points.

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    Example 1

    0.64 + 0.39Line up the decimal points.

    0.64

    + 0.39__________________________

    Add the columns.

    0.64+ 0.39

    __________________________

    1.03

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    Example 2

    5.74 + 3.3

    Line up the decimal points.

    5.74

    + 3.3_____________________________

    Add the columns.

    5.74+ 3.3

    _____________________________

    9.04

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    To subtract decimals

    Line up the decimal points.

    Subtract the columns from right to left,

    regrouping if necessary.

    Place a decimal point in the answer

    directly below the other decimal points.

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    Example 1

    0.86

    0.49Line up the decimal points

    0.86

    - 0.49__________________________

    Regroup the tenths. Subtract the columns.

    0.86

    - 0.49__________________________

    167

    0.37

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    ADDITION OF DECIMALS

    EXAMPLES:

    Add: 0.5 + 3.24 + 8

    0.50

    3.24+8.00

    11.74

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    ADDITION OF DECIMALS

    EXAMPLES:

    Add: 3.9 + 4.7 Add: 6 + 2.8 + 1.6

    3.9 6.0+ 4.7 2.8

    8.6 + 1.6

    10.4

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    SUBTRACTION OF DECIMALS

    EXAMPLES:

    Subtract: 4.1 from 6.2 Subtract: 1.32 from

    16.84

    6.2 16.84

    - 4.1 - 1.32

    2.1 15.52

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    SUBTRACTION OF DECIMALS

    EXAMPLES:

    Subtract: 8.00 from 13.60 Subtract: 3.0086

    7.02

    13.60 7.0200

    - 8.00 - 3.0086

    5.60 4.0114

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    MULTIPLICATION OF DECIMALS

    EXAMPLES:

    Multiply: 6.3 by 7.6

    6.3

    x 7.6378

    441

    47.88

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    Multiplication of Decimals

    8 x 4 =

    8 x 4 = 32 (no decimal points)

    0.8 x 4 =

    0.8 x 4 = 3.2 (one decimal point)

    0.8 x 0.4 =

    0.8 x 0.4 = 0.32 (2 decimal points) 0.08 x 0.04 =

    0.08 x 0.04 = 0.0032 (4 decimal points)

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    Multiplication of decimals cont.

    67 x 4 =

    67 x 4 = 268

    6.7 x 0.4 =

    6.7 x 0.4 = 2.68 (2 decimal places)

    0.67 x 4 =

    0.67 x 4 = 2.68 (2 decimal places) 6.7 x 0.04 =

    6.7 x 0.04 = 0.268 (3 decimal places)

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    Further examples

    16 x 12 =

    16 x 12 = 192

    1.6 x 1.2 =

    1.6 x 1.2 = 1.92

    0.16 x 0.12 =

    0.16 x 0.12 = 0.0192 0.016 x 1.2 =

    0.016 x 1.2 = 0.0192

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    Division of Decimals

    655221

    The process of long division is similar to that of dividing whole

    numbers with some modifications.

    Example: 2.556 1.2

    Step 1. Move the decimal point in the divisor tothe right until it becomes a whole

    number. (click)

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    Division of Decimals

    The process of long division is similar to that of dividing whole

    numbers with some modifications.

    Example: 2.556 1.2

    655221 Step 1. Move the decimal point in the divisor tothe right until it becomes a whole

    number.

    Step 2. Move the decimal point in the dividend

    to the right by the same amount. (click)

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    Division of Decimals

    The process of long division is similar to that of dividing whole

    numbers with some modifications.

    Example: 2.556 1.2

    655221 Step 1. Move the decimal point in the divisor tothe right until it becomes a whole

    number.

    Step 2. Move the decimal point in the dividend

    to the right by the same amount.

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    Division of Decimals

    The process of long division is similar to that of dividing whole

    numbers with some modifications.

    Example: 2.556 1.2

    655221 Step 1. Move the decimal point in the divisor tothe right until it becomes a whole

    number.

    Step 2. Move the decimal point in the dividend

    to the right by the same amount.

    Step 3. Put a decimal point above that one in the

    dividend. (click)

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    Division of Decimals

    The process of long division is similar to that of dividing whole

    numbers with some modifications.

    Example: 2.556 1.2

    655221 Step 1. Move the decimal point in the divisor tothe right until it becomes a whole

    number.

    Step 2. Move the decimal point in the dividend

    to the right by the same amount.

    Step 3. Put a decimal point above that one in the

    dividend.

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    655221 Step 1. Move the decimal point in the divisor tothe right until it becomes a whole

    number.

    Step 2. Move the decimal point in the dividend

    to the right by the same amount.

    Step 3. Put a decimal point above that one in the

    dividend.

    Division of Decimals

    The process of long division is similar to that of dividing whole

    numbers with some modifications.

    Example: 2.556 1.2

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    Step 2. Move the decimal point in the dividendto the right by the same amount.

    Step 3. Put a decimal point above that one in the

    dividend.

    The process of long division is similar to that of dividing whole

    numbers with some modifications.

    Example: 2.556 1.2

    655221

    Step 4. Divide as if we are dividing whole

    numbers. (click)

    Division of Decimals

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    Step 2. Move the decimal point in the dividendto the right by the same amount.

    Step 3. Put a decimal point above that one in the

    dividend.

    Division of Decimals

    The process of long division is similar to that of dividing whole

    numbers with some modifications.

    Example: 2.556 1.2

    655221

    Step 4. Divide as if we are dividing whole

    numbers.

    2

    24-

    1

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    Step 2. Move the decimal point in the dividendto the right by the same amount.

    Step 3. Put a decimal point above that one in the

    dividend.

    Division of Decimals

    The process of long division is similar to that of dividing whole

    numbers with some modifications.

    Example: 2.556 1.2

    655221

    Step 4. Divide as if we are dividing whole

    numbers.

    2

    24-

    1

    5

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    Step 2. Move the decimal point in the dividendto the right by the same amount.

    Step 3. Put a decimal point above that one in the

    dividend.

    Division of Decimals

    The process of long division is similar to that of dividing whole

    numbers with some modifications.

    Example: 2.556 1.2

    655221

    Step 4. Divide as if we are dividing whole

    numbers.

    2

    24-

    15

    1

    12-

    3

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    Step 2. Move the decimal point in the dividendto the right by the same amount.

    Step 3. Put a decimal point above that one in the

    dividend.

    Division of Decimals

    The process of long division is similar to that of dividing whole

    numbers with some modifications.

    Example: 2.556 1.2

    655221

    Step 4. Divide as if we are dividing whole

    numbers.

    2

    24-

    15

    1

    12-

    3

    6

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    Step 2. Move the decimal point in the dividendto the right by the same amount.

    Step 3. Put a decimal point above that one in the

    dividend.

    Division of Decimals

    The process of long division is similar to that of dividing whole

    numbers with some modifications.

    Example: 2.556 1.2

    655221

    Step 4. Divide as if we are dividing whole

    numbers.

    2

    24-

    15

    1

    12-

    36

    3

    36-

    0

    Therefore 2.556 1.2 = 2.13

    Decimals & 4 Operations

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    Division with Decimals

    35

    Jagdeep had a strip of paper measuring

    1.8 m. He cut it into 4 equal strips. How

    long is each shorter strip of paper?

    I can show this using long

    division.

    Each strip of paper is 0.45 m long.

    Decimals & 4 Operations

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    Division with Decimals

    36

    Zhiwei wants to divide 19 litres of water

    equally into 6 pots. Find the volume of water

    in each pot, correct to 2 decimal places.

    Divide to 3 decimal places, then

    round off the answer to 2 decimal

    places.

    3.166.. 3.17

    There are about 3.17 litres

    of water in each pot.

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    PRACTICE PROBLEMS

    Add the following decimals:

    1. 16.4 + 21.8 =2. 0.009 + 18.4 =

    3. 67.541 + 17.1 =

    4. 0.27 + 1.64 =

    5. 1.01 + 18.9 =

    6. 26.07 + 0.0795 =

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    PRACTICE PROBLEMS

    Subtract the following decimals:

    7. 366.18

    122.6 =8. 107.16 56.1 =

    9. 16.19 3.86 =

    10. 15.79 9.11 =

    11. 148.22 81.97 =

    12. 2.46 1.34 =

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    PRACTICE PROBLEMS

    Multiply the following decimals:

    13. 1.86 x 12.1 =

    14. 0.89 x 7.65 =

    15. 13 x 7.8 =

    16. 10.65 x 100 =

    17. 19.4 x 2.16 =

    18. 5.33 x 1.49 =

    19. 16 x 9.002 =

    20. 54 x 7.41 =

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    PRACTICE PROBLEMS

    Divide the following decimals:

    21. 63.8 0.09 =22. 39.7 1.3 =

    23. 98.4 1000 =

    24. 0.008 10 =

    25. 41 4.4 =

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    PRACTICE PROBLEMS - ANSWER

    Add the following decimals:

    1. 16.4 + 21.8 = 38.22. 0.009 + 18.4 = 18.41

    3. 67.541 + 17.1 = 84.64

    4. 0.27 + 1.64 = 1.91

    5. 1.01 + 18.9 = 19.91

    6. 26.07 + 0.0795 = 26.15

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    PRACTICE PROBLEMS - ANSWER

    Subtract the following decimals:

    7. 366.18

    122.6 = 243.588. 107.16 56.1 = 51.06

    9. 16.19 3.86 = 12.33

    10. 15.79 9.11 = 6.68

    11. 148.22 81.97 = 66.25

    12. 2.46 1.34 = 1.12

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    PRACTICE PROBLEMS - ANSWER

    Multiply the following decimals:

    13. 1.86 x 12.1 = 22.51

    14. 0.89 x 7.65 = 6.81

    15. 13 x 7.8 = 101.4

    16. 10.65 x 100 = 1065

    17. 19.4 x 2.16 = 41.90

    18. 5.33 x 1.49 = 7.94

    19. 16 x 9.002 = 144.03

    20. 54 x 7.41 = 400.14

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    PRACTICE PROBLEMS - ANSWER

    Divide the following decimals:

    21. 63.8 0.09 = 708.8922. 39.7 1.3 = 30.54

    23. 98.4 1000 = 0.098

    24. 0.008 10 = 0.0008

    25. 41 4.4 = 9.32

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    THANK YOU FOR LISTENING!!!!