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Mathematics 8
Lesson 9
SIMULTANEOUS
EQUATION
Enhancement and Consolidation Camps
.
Key Idea: Solving real life problems using factorizing trinomials
FACTORIZE:
1.10a + 5
2.𝑥2
+ 7𝑥 + 10
3.6𝑚2
+ 13𝑚 − 5
4.12𝑚2
− 16mn
5.𝑦2
− 𝑦 − 20
5(2a + 1)
(x + 5)(x + 2)
3m − 1 (2m + 5)
4𝑚 3m − 4𝑛
y + 4 (𝑦 − 51)
.Lesson Component 2
(Lesson Purpose/Intention)
Time: 3 minutes
Goal:
Review of this week’s
lesson.
.
Lesson Component 3 (Lesson Language Practice)
Time: 5 minutes
Key words/terms are:
1. Product
2. Factor
3. Square
4. Expand
5. Factorizing
Lesson Component 4A (Lesson activity)
.
Time: 5 minutes
Let’s answer this!
FACTORIZE:
1.7a + 21
2.𝑥2
− 7𝑥 + 10
3.4𝑚2
− 12𝑚 + 5
4.15𝑚2
− 20mn
5.𝑦2
− 𝑦 − 20
7(a + 3)
(𝑥 − 2)(𝑥 − 5)
(2𝑚 − 1)(2𝑚 − 5)
𝟓𝐦(𝟑𝒎 − 𝟒𝒏)
y + 4 (𝑦 − 5)
Lesson Component 4B (Lesson Activity)
.
Time: 5 minutes
Let’s answer this!
EXPAND:
1.4(3x + 5)
2.(2𝑎 + 5)2
3. (3𝑚 − 5)(3𝑚 + 5)
12𝑥 + 20
4𝑎2
+ 20𝑎 + 25
9𝑚2
− 25
Lesson Component 4B (Lesson Activity)
.
Time: 5 minutes
Let’s answer this!
SIMPLIFY:
1.
3𝑎𝑏
18𝑎2𝑏3
2.
25−𝑥2
𝑥+5
3.
25𝑥212𝑦3
15𝑥316𝑦
Lesson Component 4C (Lesson Activity)
.
Time: 2 minutes
Let’s answer this!
1. When a number is added to the square
of itself, the answer is 20. what could it
be?
2. Explain why there is more than one
possible answer.
x = 4 or -5
The equation that was formed was a quadratic equation and therefore
there is more than one answer
Lesson Component 4C (Lesson Activity)
.
Time: 2 minutes
Let’s answer this!
1. What is the gradient of the line?
2. What is the y-intercept?
3. On the same number plane, graph a line
parallel to y = 3x – 5.
On a number plane, graph the line y = 3x -5
Lesson Component 5 (Lesson Conclusion – Reflection/Metacognition on
.Student Goals)
Time: 5 minutes
o What do you think were the key mathematical concepts addressed in this
lesson?
o Would you rate your level of understanding of the material covered in
this lesson as high, moderate, or low?
o Has the lesson helped you to gain further insight into aspects of the
material covered that represent strengths or represent weaknesses?
o What would you describe as the main barriers, if any, to your ongoing
progress and achievement in relation to the topic area addressed in this
lesson?
o What do you think would best assist your ongoing progress and
achievement in relation to the topic area?

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Math Lesson 6-- Patterns-and-Algebra.pptx

  • 2. . Key Idea: Solving real life problems using factorizing trinomials FACTORIZE: 1.10a + 5 2.𝑥2 + 7𝑥 + 10 3.6𝑚2 + 13𝑚 − 5 4.12𝑚2 − 16mn 5.𝑦2 − 𝑦 − 20 5(2a + 1) (x + 5)(x + 2) 3m − 1 (2m + 5) 4𝑚 3m − 4𝑛 y + 4 (𝑦 − 51)
  • 3. .Lesson Component 2 (Lesson Purpose/Intention) Time: 3 minutes Goal: Review of this week’s lesson.
  • 4. . Lesson Component 3 (Lesson Language Practice) Time: 5 minutes Key words/terms are: 1. Product 2. Factor 3. Square 4. Expand 5. Factorizing
  • 5. Lesson Component 4A (Lesson activity) . Time: 5 minutes Let’s answer this! FACTORIZE: 1.7a + 21 2.𝑥2 − 7𝑥 + 10 3.4𝑚2 − 12𝑚 + 5 4.15𝑚2 − 20mn 5.𝑦2 − 𝑦 − 20 7(a + 3) (𝑥 − 2)(𝑥 − 5) (2𝑚 − 1)(2𝑚 − 5) 𝟓𝐦(𝟑𝒎 − 𝟒𝒏) y + 4 (𝑦 − 5)
  • 6. Lesson Component 4B (Lesson Activity) . Time: 5 minutes Let’s answer this! EXPAND: 1.4(3x + 5) 2.(2𝑎 + 5)2 3. (3𝑚 − 5)(3𝑚 + 5) 12𝑥 + 20 4𝑎2 + 20𝑎 + 25 9𝑚2 − 25
  • 7. Lesson Component 4B (Lesson Activity) . Time: 5 minutes Let’s answer this! SIMPLIFY: 1. 3𝑎𝑏 18𝑎2𝑏3 2. 25−𝑥2 𝑥+5 3. 25𝑥212𝑦3 15𝑥316𝑦
  • 8. Lesson Component 4C (Lesson Activity) . Time: 2 minutes Let’s answer this! 1. When a number is added to the square of itself, the answer is 20. what could it be? 2. Explain why there is more than one possible answer. x = 4 or -5 The equation that was formed was a quadratic equation and therefore there is more than one answer
  • 9. Lesson Component 4C (Lesson Activity) . Time: 2 minutes Let’s answer this! 1. What is the gradient of the line? 2. What is the y-intercept? 3. On the same number plane, graph a line parallel to y = 3x – 5. On a number plane, graph the line y = 3x -5
  • 10. Lesson Component 5 (Lesson Conclusion – Reflection/Metacognition on .Student Goals) Time: 5 minutes o What do you think were the key mathematical concepts addressed in this lesson? o Would you rate your level of understanding of the material covered in this lesson as high, moderate, or low? o Has the lesson helped you to gain further insight into aspects of the material covered that represent strengths or represent weaknesses? o What would you describe as the main barriers, if any, to your ongoing progress and achievement in relation to the topic area addressed in this lesson? o What do you think would best assist your ongoing progress and achievement in relation to the topic area?

Notes de l'éditeur

  1. Read the words Let students define and read it individually Then as a whole
  2. Let x be daughter’s age Y = mother’s age
  3. Let x be daughter’s age Y = mother’s age