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A Detailed Lesson Plan in Mathematics

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KHRISLA E. CONCEPCION MAY 9, 2012

BSE-MATH PRINCIPLES IN TEACHING2

A DETAILED LESSON PLAN IN MATHEMATICS – SECONDARY I. OBJECTIVES

Upon the Completion of this lesson, the student should able to;

 Solve problems involving adding and subtracting integers

Construct a vertical and horizontal number line

Student will have a determination and patience in learning mathematics

II. SUBJECT MATTER

A. Learning Integers – Addition and Subtraction B. Reference: College Algebra Book for High School

C. Materials: White Board or Black Board for Board Work; white board marker or

chalk; work sheet.

D. Values: Let the student to have Determination and Patience. III. PROCEDURE

TEACHER’S ACTIVITY STUDENT’S ACTIVITY

A. Preliminary Activity:

- Good Afternoon Class - Let us pray

- Check the attendance B. Motivation/Review

- What is our lesson yesterday?

- Very good, does anyone can define what integer is? - Is zero an integer?

- Can you give an example of integers?

- Good Afternoon Ma’am

- One student will lead the prayer (Our Father…)

- Student’s will raise their hands once called

One student raises hand

- Our lesson yesterday is about

integers.

- Integer is a set of whole number

and it’s opposite.

- Yes it is an integer - All students will give an

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- Ok now you what is integers we will have a game, everyone will participate.

- Everyone will be given a question about integers. Example: write an integer that will represent each situation

 10 degree above zero.

 A loss of 100 peso

 Gain of 10 pounds

 12 step forward

 25 ft below sea level

- Very good class, now we will proceed to our lesson. Get your pen and notebook for our lecture. C. Presentation

- Does anyone know how to add and subtract numbers?

- How about adding integers? - Anyways our lesson for today is

about adding and subtracting integers. Does anyone among you know the rule in adding integers?

- Very well said, how about adding two integers with unlike sign. - Any idea class? Any ways these

are the rule in adding the two integers having unlike sign: - When you are adding two integers

with different signs is like

subtracting two numbers and you take the sign of the larger.

+10

-100

+10

+12

-25

- Everyone will get their

materials

- Yes

- No one will answer

- Some student will raise their

hands and answer the question

- If the integers have the same

sign just add the integers and copy it’s sign

- No one will answer

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- I will give some examples: if we add 12 to -3 the answer will be 9. Why 9, because 12 has a greater value we should change the + into – sign. Another example, if we add +3 to – 5 the answer will be -2.

- Now it is your time to solve some in the board. (Will give some exercises to answer thru board work.)

- Now we know how to add

integers we will now study how to subtract integers.

- Here are the rules in subtracting integers.

1. If the two integers are both in negative sign (-) simply add the integers.

Example: -2 – 3 = -5

2. If they have different sign subtract them and copy the sign of the integers that has a greater value.

Example: -9 – + 3 = -6 -2 – +5 = +3

- Now let’s try to answer some examples, anyone who wants to answer on the board?

- That’s the end of our lesson for today; tomorrow we will have a short review about our lesson today.

- Student will answer in board.

- One student will raise hand to

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IV. EVALUATION

Distribute the Work Sheet about the lesson. (Work sheet is attached)

V. ASSIGNMENT

Know the rules of multiplying and dividing integers.

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Worksheet in Mathematics Integers

NAME: ___________________________________ DATE: _____________________________ YEAR AND SECTION: ________________________ SCORE: ____________________________

I. ADD THE FOLLOWING INTEGERS:

1. +9 + (+12) = 2. +2 + (-1) = 3. +15 + (+5) = 4. -3 + (- 7) = 5. +13 + (-3) = 6. +25 + (+12) = 7. +92 + (-23) = 8. +190 + (-130) = 9. +230 + (-132) = 10. 23 + 12 =

II. SUBTRACT THE FOLLOWING INTEGERS

1. (-98) - (+72) = 2. (+82) - (+32) = 3. (-96) - (+37) = 4. (-46) - (+78) = 5. (+99) - (+85) = 6. (-13) - (-17) = 7. (-49) - (-95) = 8. (-1) - (-41) = 9. (-77) - (+90) = 10. (-58) - (+42)

=

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subtraction

(-66) - (-88) = (+22) - (+52) =

(+90) - (+38) = (-41) - (-44) = (+36) - (+23) =

(-48) - (+75) = (-60) - (+56) = (+51) - (-90) =

(+59) - (-11) = (-96) - (+15) = (-75) - (-61) =

(-39) - (-84) = (+35) - (+85) = (-75) - (+81) =

(-49) - (-45) = (-79) - (-58) = (+66) - (-1) =

(-32) - (-7) = (-73) - (-10) = (+41) - (-53) =

addition

(-5) + (-66) = (-31) + (+68) = (-17) + (+9) =

(+85) + (-96) = (+80) + (+57) = (+86) + (-38) =

(+22) + (-41) = (-18) + (-45) = (-32) + (+48) =

(+6) + (-33) = (+6) + (-47) = (-78) + (+69) =

(-72) + (-30) = (-83) + (-36) = (-66) + (+85) =

(-28) + (+4) = (-14) + (+40) = (+77) + (+61) =

(+40) + (-41) = (-10) + (-16) = (+93) + (-71) =

(-94) + (-93) = (+76) + (+55) = (-74) + (-28) =

(-84) + (-13) = (-93) + (-87) = (+13) + (+21) =

(-37) + (+59) = (+50) + (-4) = (+19) + (+19) =

(-27) + (+78) = (+76) + (-9) = (+67) + (+44) =

(-13) + (-28) = (-22) + (-32) = (+15) + (+5) =

(-24) + (-75) = (-42) + (-67) = (-66) + (+7) =

(-81) + (+5) = (-84) + (+66) = (-93) + (+8) =

(+31) + (+83) = (-54) + (+55) = (+73) + (-20) =

(+79) + (-90) = (-23) + (-35) = (-62) + (-5) =

(+25) + (+37) = (+70) + (-66) = (+44) + (-62) =

(-96) + (-9) = (-97) + (-31) = (-80) + (+68) =

References

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