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SIMPLIFIED-MELC-BASED-BUDGET-OF-LESSONS-in-MATH-5

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Republic of the Philippines
Department of Education
Region VIII-Eastern Visayas
Division of Leyte
BURAUEN EAST DISTRICT
SIMPLIFIED MELC-BASED BUDGET OF LESSONS IN MATHEMATICS 5
AUGUST 24 - 28, 2020
Content Standards( CS): The learner demonstrates understanding of divisibility, order of operations, factors and
multiples, and the four fundamental operations involving fractions.
Performance Standard (PS): Applied divisibility,order of operations,factors and multiples, and the four fundamental
operations in mathematical problems and real-life situations.
MELC I: Uses divisibility rules for 2,5,10 and 3,6,9 to find the common factors. page 287
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25
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28
* How do you know if a
*. How do you know if a * How do you find the
*How do you know if a
* How divisibility rules
number is divisible by 2
number is divisible by
factors of a number
number is divisible by
of 2, 5, 10, 3, 6 ,9 help
and 5 ?
10 ?
using divisibility rules? 9 ?
you find the factors of a
* How do you know if 2
* What are the
- What are the
* How do you find the
number ?
and 5 are factors of a
divisibility rules for
divisibility rules for 3
factors of 9 ?
- What are the
number ?
10.?
and 6 ?
* What are the
divisibility rules for
* What are the
divisibility rules for 9 ?
2,5,10,3,6,9 ?
divisibility rules for 2,5,
* Activity
* Activity:
?
- Using the
- Find the common
* Activity:
* Activity :
divisibility rule, which
factors of the following - Using the
- Identify if the
* Activity
of the following
numbers using the
divisibility rule, which
numbers are divisible
- Encircle the numbers
numbers has 10 as
divisibility rule for
of the following
by 2,5,10,3,6,9.
that are divisible by 2
their factors.
3 and 6.
numbers has 9 as their - Put a check under
and 5 or has 2 and 5 as
factors.
each column to identify
their factors.
whether each number is
divisible 2,5,10,3,6,9.
AUGUST 31 - SEPTEMBER 4,2020
MELC: Uses divisibility rules for 4,8,11,12 to find common factors. page 287
Solves routine and non-routine problems involving factors, multiples, and divisibility rules for 2,3,4,5,6,8,9,10,11, and
12,
page 287
31
1
2
3
4
* How do you know if a
How do you know that
How can you solve
How do you solve
How can you solve
number is divisible by 4
a number is divisible
routine and nonroutine and non-routine routine and non-routine
or 8 ?
by 11 and 12 ?
routine problems
problems involving
problems involving
* What are the
* What are the rules?
involving factors,
factors, multiples, and
factors, multiples, and
divisibility rules for 4
multiples, and
divisibility rules for
divisibility rules for
and 8 ?
*Activity:
divisibility rules for
3,6,9?
4,8,11,12 ?
- Write YES if the
2,5,10 ?
*What are the steps in
*What are the steps in
* Activity
number is divisible by
*What are the steps in solving word problems? solving word problems?
-Find the common
11 or 12 ?.
solving word
.
factors using divisibility
- Find the common
problems?
*Give Activity
*Give Activity
rules for 4 and 8 .
factors using
-Solve the following
-Solve the following
divisibility rules for 11
* Activity
problems involving
problems involving
and 12.
-Solve the following
factors, multiples using factors, multiples using
problems involving
divisibility rules for 3,6
divisibility rules for
factors, multiples
9.
4,8,11,12.
using divisibility rules
for 2,5,10.
SEPTEMBER 7-11,2020
MELC: Performs a series of more than two operations on whole numbers applying Parenthesis, Multiplication,
Division,Addition,Subtraction (PMDAS) or Grouping, Multiplication , Division, Addition, Subtraction (GMDAS) correctly.
page 287
7
8
9
10
11
* What do you mean by
PEMDAS rule ?
* How do you solve more
than two operations on
whole numbers ?
* How do you solve a
series of more than two
operations on whole
numbers ?
* What do you mean by
GMDAS ?
* How do you solve a
series of more than two
* How do you solve
series of more than two
operations on whole
numbers ?
* How do you solve
series of more than two
operations on whole
numbers ?
operations on whole
* Activity:
* Activity:
numbers ?
- Perform the following
- Perform the following
* Activity:
operations using
operations using
- Solve the following
GMDAS rule
PEMDAS and GMDAS
operations without
rules.
grouping.
SEPTEMBER 14-18,2020
MELC: Finds the common factors, GCF, common multiples, and LCM of 2-4 numbers using continuous division . page
287
Solves real-life problems involving GCF and LCM of 2-3 given numbers.
14
15
16
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18
* How do you find
* How do you find
* How do you solve
* How do you solve real- * How do you solves
common factors and
common multiples and real-life problems
life problems involving
real-life problems
GCF ?
LCM ?
involving GCF of 2-3
GCF of 2-3 given
involving GCF and LCM
given numbers ?
numbers ?
of 2-3 given numbers.
* Activity
* Activity
* What are the steps in * What are the steps in
* What are the steps in
- Find the common
Find the common
solving word
solving word problems? solving word problems?
factors and GCF of the
multiples and LCM of
problems?
following numbers using the following numbers
* Activity
* Activity
continuous division.
using continuous
* Activity
Solve the following
Answer the following
division.
Solve the following
problems in finding the problems involving GCF
problems involving
LCM of 2-3 given
and LCM ?
common factors and
numbers.
GCF ?
SEPTEMBER 21-25,2020
MELC : Adds and subtracts fractions and mixed fractions without and with regrouping page 287
Solves routine and non-routine problems involving addition and/or subtraction of fractions using appropriate
problem solving strategies and tools. page 287
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22
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25
* How do you add
* How do you add
* How do you subtract * How do you subtract
* How do you solve
fractions and mixed
fractions and mixed
fractions and mixed
fractions and mixed
routine and non-routine
fractions without
fractions with
fraction without
fraction with regrouping problems ?
regrouping ?
regrouping ?
regrouping ?
?
* What are the steps to
be followed in solving
* Activity
- Solve the following
operations without
parenthesis.
* Activity:
- Perform the following
operations using
PEMDAS rule.
* Activity
- Find the sum of the
following fractions and
mixed fractions .
Express your answer to
simplest form.
- Add the following
fractions and mixed
fractions then change
your answer to lowest
term , if possible.
* Activity
- Add the following
fractions and mixed
fractions. Reduce the
sum to lowest terms
whenever possible:
* Activity
- Subtract the
following fractions and
mixed fractions, then
reduce the difference
to lowest terms,
,whenever possible:
* Activity
Subtract the following
fractions and mixed
fractions then reduce
the difference to lowest
terms whenever
possible
SEPTEMBER 28 - OCTOBER 2,2020
Visualizes multiplication of fractions using models. page 288
Multiplies a fraction and a whole number and another fraction. 288
Multiplies mentally proper fractions with denominators up to 10 . 288
28
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30
1
* How do you visualize
* How do you multiply
* How do you multiply
. * How do you multiply
multiplication of
fraction and a whole
fraction with another
fraction and a whole
fractions using models ? number ?
fraction ?
number and another
* What are you going to
fraction ?
use to visualize
* Activity
* Activity
multiplication of
Multiply the following
Multiply the following
* Activity
fractions ?
fraction and a whole
fraction with another
- Multiply the following
number .Express your
fraction .Change your fraction with another
* Activity
answer to simplest
answer to lowest term
fraction .Change your
- Multiply the
form
whenever possible.
answer to lowest term
following fractions using
whenever possible.
models.
routine and non-routine
problems involving
addition/ subtraction of
fractions using
appropriate problem
solving strategies and
tools?
* Activity
Solve the following
problems.
MELC:
2
* Can you multiply
proper fractions with
denominators up to 10
mentally ?
* Activity
- Multiply the
following fractions
mentally .
OCTOBER 5-9 , 2020
MELC 1: Solves routine or non-routine problems involving multiplication without or with addition or subtraction of
fractions and whole numbers using appropriate problem solving strategies and tools. 288
MELC 2. Shows that multiplying a fraction by its reciprocal is equal to 1. 288
MELC 3: Visualizes division of fractions. 288
MELC4: Divides simple fractions and whole numbers by a fraction and vice versa. 288
5
6
7
8
* What are the steps to
* What are the steps to * What is meant by
*How do you visualize
be followed in solving
be followed in solving
reciprocal ?
division of fractions ?
routine and non-routine routine and non* If you multiply a
* What are you going to
problems involving
routine problems
fraction by its
use to visualize division
multiplication without
involving multiplication reciprocal what is the
of fractions ?
addition or subtraction
with addition or
product?
of fractions and whole
subtraction of fractions
number using
and whole number
*Activity:
appropriate problem
using appropriate
* Activity
- By using the model
solving strategies and
problem solving
- Multiply the following divide the following
tools?
strategies and tools?
fractions by its
fractions.
* Activity
* Activity
reciprocal.
- Illustrate by using
Solve the following
Solve the following
rectangular regions,
problems.
problems.
then divide.
9
* How do you divide
simple fractions ?
* How do you divide
whole numbers by a
fraction?
* How do you divide
fraction by a whole
number?
* Activity:
- Divide the following.
Express your answers
to simplest form.
- Find the quotient of
the following:
OCTOBER 12 – 16 ,2020
MELC 1 : Divides simple fractions and whole numbers by a fraction and vice versa. 288
Solves routine and non-routine problems involving division without or with any of the other operations of fractions and
whole numbers using appropriate problem solving strategies and tools. 288
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16
* What are the steps to
be followed in solving
routine and non-routine
problems involving
division without any
other operations of the
other operations of
fractions and whole
numbers using
appropriate problem
* What are the steps to
be followed in solving
routine and nonroutine problems
involving division
without any other
operations of the other
operations of fractions
and whole numbers
using appropriate
* How do you solve
routine and nonroutine problems ?
* What are the steps to
be followed in solving
routine and nonroutine problems
involving division
without any other
operations of the other
First Quarter Examination
solving strategies and
tools?
problem solving
strategies and tools?
*Activity
- Read the problems
and give the information
being asked for:
a. What is asked in the
problem ?
b. What are the given
facts?
c. What is the word clue
?
d. What operation to be
used?
*Activity
- Read the problems
and give the
information being
asked for:
a. What is asked in the
problem ?
b. What are the given
facts?
c. What is the word
clue ?
d. What operation to be
used?
operations of fractions
and whole numbers
using appropriate
problem solving
strategies and tools?
*Activity
By using the steps in
solving routine and
non-routine problems,
Solve the following
problems involving
division of fractions.
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