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INNOVATIVE LESSON TEMPLATE
LESSON TEMPLATE
Name of teacher : Saranya Krishnan G L Standard : VIII
Name of School : Division : A
Subject : Mathematics Strength :
Unit : Fraction Date :
Sub-Unit : Equivalent Fraction Duration : 45 Min.
Curricular statement
To understand the concept of equivalent fraction.
Content analysis
Term
Facts
Concept
Learning outcomes
Pre- requisite
Fraction
* Equivalent Fractions have the same value, even though they may look
different.
*We can make equivalent fractions by multiplying or dividing both top
and bottom by the same amount.
* We only multiply or divide, never add or subtract, to get an equivalent
fraction.
*Only divide when the top and bottom would still be whole numbers.
Equivalent-Fraction
Student will be able to:
*recall related knowledge and information about fractions.
*Exemplify different situations of fractions.
*Apply the above concept in familiar situation.
*Accept the beauty of Mathematical principles.
Fraction
Learning aids chart, chocolate, model, cake, compass, scissors, classroom equipment.
Class room interaction procedure Response
1. To check the previous knowledge, Teacher asks
about fractions.
Teacher then pass out pre-measured and marked
paper plates to students. (These plates should have
been pre-marked or divided on the back into halves,
thirds, fourths, sixths, eighths, and twelfths.) Students
write their name on each piece of their paper plates
on the back by the instruction of the teacher. Then
have students carefully cut their paper plates. Use the
Students actively respond.
Students actively do so.
lines that are drawn on the back of the plates as their
guide. Teacher will then model how 1/2 of her paper
plate is the same as 2/4 of another paper plate. Then
2/4 is the same as 4/8 of another paper plates.
Students begin to discover and infer what fractional
parts are equal.
Then teacher ask them to take a piece of blank paper
and to fold it in half, along either direction, and to
quickly color one half of it. Then to continue folding
and counting the colored sections: 2/4 4/8 8/16. They
found that the fractions same.
2.
Teacher then provide them with 2 chocolate and ask
them to split it into 3 equal parts and 6 equal parts.
Two-thirds is equivalent to four-sixths.
3. Teacher explains that Equivalent fractions are
fractions that have different numbers but the same
value.
Students actively do so
ACTIVITY 1
Teacher asks them to draw two circles in a paper.
Teacher then told them to divide the first circle into
4equal parts and to divide the second circle into 8
equal parts. Teacher demonstrates this using cake.
Teacher told them to remove 1 part from the 4
equal parts and to remove 2 parts from 8 equal
parts.
Teacher asks them about the remaining fraction.
Teacher then draw the above circles in the black
board.
=3/4 = 6/8
Students reply that the remaining fraction is 3/4, 6/8
x 2
¾ = 6/8
x 2
These two fractions
are equivalent fractions because they
are the same fraction.
ACTIVITY 2
1. Connect the pictures that show equivalent
fractions. Write the name of each fraction beside its
picture.
Students understood the concept.
ACTIVITY 3
Teacher provide a chart
Make a chain of equivalent fractions
= = = =
= = =
½ = = = =
5/ = 6/ = =
Teacher explains that Equivalent fractions are
different fractions that name the same number.
Students actively do the work.
Students find the answer.
Followup :
Assignment :

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Innovative lesson

  • 2. LESSON TEMPLATE Name of teacher : Saranya Krishnan G L Standard : VIII Name of School : Division : A Subject : Mathematics Strength : Unit : Fraction Date : Sub-Unit : Equivalent Fraction Duration : 45 Min. Curricular statement To understand the concept of equivalent fraction.
  • 3. Content analysis Term Facts Concept Learning outcomes Pre- requisite Fraction * Equivalent Fractions have the same value, even though they may look different. *We can make equivalent fractions by multiplying or dividing both top and bottom by the same amount. * We only multiply or divide, never add or subtract, to get an equivalent fraction. *Only divide when the top and bottom would still be whole numbers. Equivalent-Fraction Student will be able to: *recall related knowledge and information about fractions. *Exemplify different situations of fractions. *Apply the above concept in familiar situation. *Accept the beauty of Mathematical principles. Fraction
  • 4. Learning aids chart, chocolate, model, cake, compass, scissors, classroom equipment. Class room interaction procedure Response 1. To check the previous knowledge, Teacher asks about fractions. Teacher then pass out pre-measured and marked paper plates to students. (These plates should have been pre-marked or divided on the back into halves, thirds, fourths, sixths, eighths, and twelfths.) Students write their name on each piece of their paper plates on the back by the instruction of the teacher. Then have students carefully cut their paper plates. Use the Students actively respond. Students actively do so.
  • 5. lines that are drawn on the back of the plates as their guide. Teacher will then model how 1/2 of her paper plate is the same as 2/4 of another paper plate. Then 2/4 is the same as 4/8 of another paper plates. Students begin to discover and infer what fractional parts are equal. Then teacher ask them to take a piece of blank paper and to fold it in half, along either direction, and to quickly color one half of it. Then to continue folding and counting the colored sections: 2/4 4/8 8/16. They found that the fractions same. 2. Teacher then provide them with 2 chocolate and ask them to split it into 3 equal parts and 6 equal parts. Two-thirds is equivalent to four-sixths. 3. Teacher explains that Equivalent fractions are fractions that have different numbers but the same value. Students actively do so
  • 6. ACTIVITY 1 Teacher asks them to draw two circles in a paper. Teacher then told them to divide the first circle into 4equal parts and to divide the second circle into 8 equal parts. Teacher demonstrates this using cake. Teacher told them to remove 1 part from the 4 equal parts and to remove 2 parts from 8 equal parts. Teacher asks them about the remaining fraction. Teacher then draw the above circles in the black board. =3/4 = 6/8 Students reply that the remaining fraction is 3/4, 6/8
  • 7. x 2 ¾ = 6/8 x 2 These two fractions are equivalent fractions because they are the same fraction. ACTIVITY 2 1. Connect the pictures that show equivalent fractions. Write the name of each fraction beside its picture. Students understood the concept.
  • 8. ACTIVITY 3 Teacher provide a chart Make a chain of equivalent fractions = = = = = = = ½ = = = = 5/ = 6/ = = Teacher explains that Equivalent fractions are different fractions that name the same number. Students actively do the work. Students find the answer.