linear equation with one variable (leov). 1. changing daily problems into mathematical models of the...

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LINEAR EQUATION LINEAR EQUATION WITH WITH ONE ONE VARIABLE (LEOV) VARIABLE (LEOV)

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Page 1: LINEAR EQUATION WITH ONE VARIABLE (LEOV). 1. Changing daily problems into mathematical models of the forms of Linear Equation with One Variable 2. Solving

LINEAR EQUATION LINEAR EQUATION WITHWITH ONE ONE VARIABLE (LEOV)VARIABLE (LEOV)

Page 2: LINEAR EQUATION WITH ONE VARIABLE (LEOV). 1. Changing daily problems into mathematical models of the forms of Linear Equation with One Variable 2. Solving

1. Changing daily problems into mathematical models of the forms of Linear Equation with One Variable

2. Solving the daily problems using the Linear Equation with One Variable forms.

The characters building: Discipline, respect, diligence and responsibility.

Learning Objectives:Learning Objectives:After implementing this lesson After implementing this lesson students will be able to:students will be able to:

Page 3: LINEAR EQUATION WITH ONE VARIABLE (LEOV). 1. Changing daily problems into mathematical models of the forms of Linear Equation with One Variable 2. Solving

Problem Examples:1. I have some candy in my pocket. Then I

take two candies from my pocket. Now, the number of candy in my pocket is three candies left.Create the mathematical model of this situation!

Answer:o Let: The number of my candy before = x

The mathematical model of that situation is:

x - 2 = 3

Changing Daily Problems into Changing Daily Problems into Mathematical Models of The Form Mathematical Models of The Form of Linear Equations with One of Linear Equations with One VariableVariable

Page 4: LINEAR EQUATION WITH ONE VARIABLE (LEOV). 1. Changing daily problems into mathematical models of the forms of Linear Equation with One Variable 2. Solving

2. After Anna given 2 pencils to Lusi, Lusi has 7 pencils now. Create the mathematical model of this situation!

Answer:o Let: The number of Lusi’s pencils

before = aThe mathematical model of that situation is:

a + 2 = 7

Page 5: LINEAR EQUATION WITH ONE VARIABLE (LEOV). 1. Changing daily problems into mathematical models of the forms of Linear Equation with One Variable 2. Solving

3. Mr. Rifki has some fish in the his pond. One day Mr. Rifki buy 5 fish in the market. Then the fish were put into the his pond. Apparently the number of fish in the Mr. Rifki’s pond now is 23 fishs.Create a mathematical model of that situation!

Page 6: LINEAR EQUATION WITH ONE VARIABLE (LEOV). 1. Changing daily problems into mathematical models of the forms of Linear Equation with One Variable 2. Solving

Let: The number of Mr. Rifki fish before = xThe mathematical model of that situation

is:◦X + 5 = 23

After we could create the mathematical model of that situation, then we can determine the number of Mr. Rifki fish before in the following manner:

x + 5 = 23x + 5 – 5 = 23 – 5

x = 18Therefore, the number of Mr. Rifki fish before

is 18 fishs.

Answer:Answer:

Page 7: LINEAR EQUATION WITH ONE VARIABLE (LEOV). 1. Changing daily problems into mathematical models of the forms of Linear Equation with One Variable 2. Solving

1. If Rp. 1.000,00 is added to Lia’s money, it will become Rp.4.500,00. how much Lia’s money before?

2. After 7 books are taken by Dea, Nisa has 15 books left. How many Nisa’s books before?

3. If Dicki’s money is miltiplied by 3, it will become Rp.24.000,00. how much the real Dicki’s money?

4. If Father’s money is given to his four childrens each of them will have Rp.7.000,00. how much Father’s money?

Exercise:Exercise:Write the LEOV for each of the Write the LEOV for each of the following situations and answer the following situations and answer the questions!questions!