DONE - MATH (Cluster 4-6) Instructional Plan.docx

for all

1. Subject Name: Mathematics
Grade Level: Grade 4
Curriculum Goal:
The main goal of the curriculum is for Filipino learners to become mathematically proficient and critical problem solvers.
In mathematics education, problem solving has been considered as a goal, as a process, and as a basic skill. The processes involved in solving
mathematical problems, from recognizing and understanding a problem to modelling the problem through different representations, to
planning a solution, to executing the solution, and to finally checking whether the problem has been solved, demonstrate that problem solving
is a very important life skill for 21st-century citizens to possess.
Key Stage Standards: Key Stage 2
Key Stage 2 (KS 2) of the Mathematics curriculum focuses on Grades 4 to 6 learners. At this stage, the curriculum extends numbers, algebra,
measures, geometry, data, and probability. The coverage includes more complex properties, operations, and problems in different contexts that
demand efficient written and mental methods of calculation.
The learning standards of the KS 2 Mathematics curriculum aim to ensure that learners:
use efficient mental and written mathematical concepts, operations, procedures, relationships, and tools to solve routine and non-routine
●
real-world problems;
reason and communicate using precise mathematical language to discuss ideas, investigate problems, and justify solutions;
●
exhibit willingness and confidence to explore alternative solutions, and to take risks necessary to solve real-world problems;
●
acquire problem-solving and critical thinking skills through real, situated, or purely mathematical problems; and
●
enhance appreciation, curiosity, interest, creativity, and other desir
●
able values, attitudes and dispositions in mathematics.
At the end of Grade 6, the learner demonstrates knowledge, skills, and understanding in relation to the curriculum content domain Number
and Algebra (the four operations with decimals; the four operations with different combinations of fractions, whole numbers, and mixed
numbers; ratio and proportion; percentages, and their relationships with fractions and decimals; exponential form, including calculation using

2. the GEMDAS rules; greatest common factors, least common multiples); Measurement and Geometry (right, acute, and obtuse; tessellation of
shapes; resulting figure after translation, reflection and rotation; units of volume and capacity; volume of cubes and rectangular prisms;
properties of triangles and quadrilaterals; perimeter and area of triangles, parallelograms, trapezoids; parts of a circle, including circumference;
area of a circle; composite figures composed of any two or more of: triangle, square, rectangle, circle, semi-circle; prisms and pyramids; surface
area of solid figures; symmetric figures and designs; 12- and 24-hour time, and world time zones); Data and Probability (presentation and
interpretation of data in tabular form and in a single line graph; double bar graphs and double line graphs; theoretical probability; pie graphs).
This knowledge, skills and understanding is applied, with the use of technology, to the processes within Mathematics of critical thinking,
problem solving, communicating, reasoning, and making connections between topic areas.
Grade Level Standards:
The learner demonstrates knowledge, skills, and understanding in relation to the curriculum content domains Number and Algebra (whole
numbers up to 1 000 000; addition of numbers with sums up to 1 000 000 and subtraction of numbers where both numbers are less than 1 000
000; multiplication of whole numbers with products-up to 1 000 000; division of up to 4-digit numbers by up to 2-digit numbers, and the MDAS
rules; addition and subtraction of similar fractions, including mixed numbers; dissimilar and equivalent fractions; factors and multiples of
numbers up to 100; addition and subtraction of dissimilar fractions; simple patterns; number sentences; decimal numbers and their
relationship to fractions); Measurement and Geometry (right, acute, and obtuse angles; properties of triangles and quadrilaterals; perimeter
of quadrilaterals, and composite figures composed of triangles and quadrilaterals; conversion of units of length, mass, capacity, and time;
symmetric figures and designs; reflection with shapes); and Data and Probability (presentation and interpretation of data in tabular form and
in a single line graph). This knowledge, skills, and understanding is applied, with the use of technology, to the processes within Mathematics
of critical thinking, problem solving, communicating, reasoning, and making connections between topic areas.
 
Qu
art
er
Conten
t
Domai
n
Content
Standards
Performanc
e Standards
Learning
Competenc
ies
Mapping of LCs with Assessment and Topics by Quarter and Week
Unpacking
the Learning Competencies (LCs)
Assessmen
t
Enabling
General
Teaching
Strategy
TopicSchedu
ling of
Topics
by
Week
and
Day
Evaluation of the
LC
Classifying the LC
Evaluate
d
(Unpacke
d) LCs
Learning Targets
Need to
Unpack
No Need
to
Unpack
Acquisition
of
Knowledge
Meaning
Making
Transfer
of
Learning
Wk


D
a

3. y
Q
1
Mea
sure
ment
and

Geo
metr
y

(MG)
1.

measur
es
of
angles
2.

properti
es
of
triangle
s
and
quadrila
terals.
3.

perimet
er
of
quadrila
terals,

and

composi
te

figures

compos
ed
of
triangle
s
and
quadrila
terals.
By
the
end
of
the

quarter,

the

learners

are
able
to
...
•
illustrate
and

measure

different

angles

(MG)
•
classify
triangles

and

quadrilat
eral,
and
differenti
ate

quadrilat
erals,
by
applying

their

propertie
s.
(MG)
•
find the
perimeter
of

quadrilat
erals
and
composit
e
figures
1.

illustrate

different

angles

(right,

acute,

and

obtuse)

using

models.
✅ ✅ ✅ I
can define
Acute,
Obtuse,
and
Right
Angles.
I
can
differentiate

Acute,
Obtuse,
and
Right
Angles.
I
can illustrate
Acute,
Obtuse,
and
Right
Angles.

WW
WW
WW;
QA;
PC
Comm
Conn

(analyze
)
PS
Angle
s
Angle
s
Angle
s
2.

measure
and
draw
angles

using
a
protracto
r.
✅ ✅ 2.

measure
and

draw

angles

(right,

acute,

and

obtuse)

using
a
protracto
r.
I
can
demonstrate

how
to use
protractor
by
using
the
correct
steps.
I
can measure
different

angles
(acute,
obtuse,
and
right)
using
protractor.
I
can draw
different

angles
(acute,
WW
WW,
QA,
PC
WW,
QA,
PC
Conn

(apply)
PS
PS
Mesur
ing

Angle
s
Meas
uring

Angle
s
Meas
uring

Angle

4. compose
d
of
triangles

and

quadrilat
erals.

(MG)
•
read,
write,
and
compare

whole

numbers

up
to 1
000
000.
(NA)
•

performs

addition

of

numbers

with

sums
up
to
1 000
000
and
subtractio
n
of
numbers

where

both

numbers

are
less
than
1
000
000.
(NA)
obtuse,
and
right)
using
protractor.

s
3.
draw
and
state
the

propertie
s
of
triangles

and

quadrilat
erals.
✅ ✅ I
can state
properties
of
triangles
and
quadrilaterals.

I
can draw
triangles
and
quadrilaterals

using
their
properties.
WW,
QA
WW,
QA,
PC
Comm
PS
Trian
gles

and

Quad
rilater
als
4.

classify

triangles

and

quadrilat
erals

accordin
g
to
sides

and

angles.
✅ ✅ I
can classify
triangles

according
to
sides.

I
can classify
triangles

according
to
angles.
I
can classify
triangles

according
to
sides
and
angles.
I
can classify
quadrilaterals

according

sides
and
angles.
WW,
QA,
PC
WW,
QA,
PC
WW,
QA,
PC
WW,
QA,
PC
Conn;
R;
PS
Conn;
R;
PS
Conn;
R;
PS
Conn;
R;
PS
Class
ifying
Trian
gles

and

Quad
rilater
als

5. 5.

differenti
ate

different

quadrilat
erals.
✅ ✅ I
can describe
different

quadrilaterals

like
square,
rectangles,

rhombus,

parallelogram,

and
trapezoid.
I
can
differentiate

different

quadrilaterals.
WW
WW,
QA
Comm;

Conn
Comm;

Conn
Quad
rilater
als
6.
find
the

perimete
r
of
quadrilat
erals
that
are
not
squares

or

rectangle
s.
✅ ✅ I
can define
perimeter.
I
can find the
perimeter
of
squares
and
rectangles.
I
can find the
perimeter
of
rhombus,

parallelogram

and
trapezoid.
WW
WW;
QA;
PC
WW;
QA;
PC
Comm
PS
PS
Peri
metr

of

Quad
rilater
als
7.
find
the

perimete
r
of
composit
e
figures
compose
d
of
triangles

and

quadrilat
✅ ✅ I
can describe
composite

figures.
I
can identify
different

triangles
and
quadrilaterals

of
composite
figures.
I
can find the
WW
WW
WW;
QA;
Comm
Conn

Peri
meter
of

Com
posit
e

Figur
es

6. erals. perimeter
of
composite

figures

composed
of
triangles
and
quadrilaterals.
PC PS
Num
ber

and

Alge
bra

(NA)
4.
whole
number
s
up to
1
000
000.
5.

addition
of

number
s
with
sums

up
to 1
000
000
and

subtract
ion
of
number
s
where
both

number
s
are
less

than
1
000
000.
8.
read
and
write
numbers
up
to 1
000
000
in

numerals
and
in
words.
✅ ✅ ✅ I
can read and
write
numbers
up
to 1 000
000
in
numerals
and
in
words given
models
or
number

blocks.
I
can read and
write
numbers
up
to 1 000
000
in
numerals
and
in
words..
WW;
QA
WW;
QA;
PC
Represe
ntation
PS
Read
ing

and

Writin
g

Num
bers
Read
ing

and

Writin
g

Num
bers
9.

determin
e
a.
the
place

value
of
a
digit in ✅ ✅ I
can
determine
the
place
value of
a
digit in a 6-
digit
number.
I
can
determine
the WW,
QA
WW, QA
Represent
ation
Represent
ation
Place
Value
and
Value
Place
Value
and

7. a
6-digit
number,

b.
the
value
of
a
digit,
and
c.
the
digit
of
number,

given
its
place

value.
value
of a digit
in
a 6-digit
number.
I
can
determine
the
digit
of
anumber,

given
its place
value.
WW, QA Represent
ation
Value
Place
Value
and
Value
10.

compare
numbers
up
to 1
000
000
using
=,
<,
and >.
✅ ✅ compar
e(and

order)

numbers
up
to 1
000
000
using
=,
<,
and >.
I can compare

numbers
up to
1
000 000
using
=, <, and
>.
I
can order
numbers
up to
1
000 000.
WW; QA;
PC
WW; QA
PS
Conn
(Analyze)
Comp
aring
and
Order
ing
Numb
ers
11.

round

numbers
to
the
nearest

hundred

thousand
.
✅ ✅ I
can round
numbers
to
the
nearest
ten
thousand.
I
can round
numbers
to
the
nearest
hundred

thousand.

WW; QA Conn
(Analyze)
Roun
ding
Numb
ers
12.

estimate

the
sum
and

✅ ✅ I
can define
estimate.
I
can estimate
WW
WW; QA
Represent
ation
Conn
Estim
ating
Sums
and

8. differenc
e
of two
5-to6-

digit

number

by

rounding
the

addends

to
the
nearest

large

place

value
of
the

numbers
.
the
sum of two
5-to
6-digit
number
by
rounding
the
addends
to the
nearest
large
place
value of
the
numbers.
I
can estimate
the
difference
of
two 5-to 6-
digit
number
by
rounding
the
addends to
the
nearest
large
place
value
of the
numbers.
WW; QA
(Analyze)
Conn
(Analyze)
Differ
ences
13.
add
numbers
with

sums
up
to

1000000
and

subtracts
numbers
where

both

number

are
less
than
1
000
000,
with
and
without

✅ ✅ I
can add
numbers
with
sums
up to
1000000

where
both
number
are
less
than 1
000
000,
without

regrouping.
I
can add
numbers
with
sums
up to
1000000

where
both
WW; QA,
PC
WW; QA,
PC
PS
PS
Addin
g and
Subtr
acting
Whol
e
Numb
ers

9. regroupi
ng.
number
are
less
than 1
000
000, with
regrouping.
I
can subtract
numbers
with
sums
up to
1000000

where
both
number
are
less
than 1
000
000,
without

regrouping.
I
can subtract
numbers
with
sums
up to
1000000

where
both
number
are
less
than 1
000
000, with
regrouping.
WW; QA,
PC
WW; QA,
PC
PS
PS

10. Quarter 2
 
Qua
rter
Content
Domain
Content
Standards
Performance
Standards
Learning
Competencies
Mapping of LCs with Assessment and Topics by Quarter and Week
Unpacking
the Learning Competencies (LCs)
Asses
smen
t
Enabling
General
Teaching
Strategy
Topic
Scheduling of
Topics by
Week and Day
Evaluation of
the LC
Classifying the LC
Evaluated
(Unpacked)
LCs
Learning
Targets
Need to
Unpack
No Need
to
Unpack
Acquisition
of
Knowledge
(Knowing)
Meaning
Making
(Understandin
g)
Transfer of
Learning
(Doing)
Wk

Day
Q2
Num
ber

and

Alge
bra

(NA
 1.
multipli
cation
of
whole
number
s with
product
s-up to
1 000
000,
division
of up to
4-digit
number
s by up
to 2-
digit
number
s, and
the
MDAS
rules
  1.perform
multiplicat
ion of
whole
numbers
with
products
up to 1 000
000. (NA).
1.  multiply
two numbers
with and
without
regrouping:
a. 3- to 4-
digit
numbers by
a 1-digit
number, and
b. 2- to 3-
digit
numbers by
2-digit
numbers,
with
products up
to 1 000
000.
 
 ✅
 
 
✅
I can  multiply
two numbers
with and
without
regrouping 3-
to 4 digit
numbers by a 1
digit number.
I can
m multiply two
numbers with
and without
regrouping 2-
to 3 digit
numbers by
with products
up to 1000 ,000
 WW;
QA,
PC
 PS Multi
plying
Whol
e
Numb
ers
 
) 2. estimate
the result of
  ✅ ✅   I can estimate
the result of
 WW; Conn  Esti
matin
 

11. multiplying
two numbers
where the
product is
less than 1
000 000
multiplying
two numbers
where the
product is less
than 1 000 000
QA (Analyze)g
Produ
cts
 
3. Solve
multi-step
problems
involving
one or more
of the four
operations
with results
of
calculations
up to 1 000
000,
including
problems
involving
money.
   ✅ 
  ✅
 I can solve.
multi-step
problems
involving one
or more of the
four operations
with results of
calculations up
to 1 000 000,
including
problems
involving
money.

 WW;
QA;

PC
 PS Multi
-Step
Word
Probl
em
 

12.  Mea
sure
ment
and

Geo
metr
y

(MG 
2.conve
rsion of
units of
length,
mass,
capacity
, and
time 
2. perform
division of
up to 4-
digit
numbers
by up to 2-
digit
numbers.
(NA)
 4. divide
two numbers
with and
without
regrouping
a. 3- to 4-
digit
numbers by
1-digit
numbers b.
2- to 3-digit
numbers by
2-digit
numbers
   ✅   ✅
I can divide
two numbers
with 3- to 4-
digit numbers
by 1-digit
numbers b. 2-
to 3-digit
numbers by 2-
digit numbers
I can divide 3-
to 4-digit
numbers
without
regrouping by
1-digit numbers
b. 2- to 3-digit
numbers by 2-
digit numbers
 WW;
QA;

PC
WW;
QA;

PC
 PS
PS
 Divin
g
Whol
e
Numb
ers
 
5.estimate
the quotient
when
dividing 3-
to 4-digit
dividends by
1- to 2-digit
divisors, by
first
estimating
the
dividends
and divisors
using
multiples of
10.
 ✅ ✅
I can estimate
the quotient
when dividing
3- to 4-digit
dividends by 1-
to 2-digit
divisors, by
first estimating
the dividends
and divisors
using multiples
of 10.
WW;
QA
Conn Estim
ating
Quoti
ents

13. 6. represent
situations
involving
one or more
of the four
operations
using a
number
sentence
✅ ✅
I can represent
situations
involving one
or more
operations
using a number
sentence
WW;
QA
Conn
(Analyze)
MDA
S
3.

perform

different

operation
s
by
applying

the

MDAS

rules.

(NA)
perform two
or more
different
operations
by applying
the MDAS
rules
 ✅ ✅ ✅
I can perform
two or more
different
operations by
applying the
MDAS rules.
WW;
QA;
PC
PS MDA
S
 Mea
sure
ment
and

Geo
metr
y

(MG
3.additi
on and
subtract
ion of
similar
fraction
s,
includin
g mixed
number
s
 4.convert
units of
length,
mass,
capacity,
and time.
(MG)
8. convert
common
units of
measure
from larger
to smaller
units, and
vice versa:
a. meter and
centimeter,
b. kilometer
and meter,
c. kilogram
and gram,
d. gram and
  ✅ ✅ ✅ I can convert
common units
of measure
from larger to
smaller units,
and vice versa:
a. meter and
centimeter,
b. kilometer
and meter,
c. kilogram
and gram,
d. gram and
milligram, and
WW;
QA;
PC
PS Conv
ersion
of
Metri
c
Units

14. milligram,
and
e. liter and
milliliter
e. liter and
milliliter

9. convert
time
measures
from smaller
to larger
units, and
vice versa:
a. seconds
to minutes,
b. minutes to
hours,
c. hours to
days,
d. days to
weeks e.
weeks to
months, and
f. months to
years.
   ✅ ✅ ✅
I can convert
time measures
from smaller to
larger units,
and vice versa:
a. seconds to
minutes, b.
minutes to
hours,
c. hours to
days,
d. days to
weeks e. weeks
to months, and
f. months to
years.
WW;
QA;
PC
PS Conv
ersion
of
Time
Meas
ures
10.solve
problems
involving
conversion
of units of
length,
mass,
capacity,
and time,
including
 ✅ ✅ I can solve
problems
involving
conversion of
units of length,
mass, capacity,
and time,
including
problems
involving
WW;
QA;
PC
PS Probl
em
Solvi
ng
involv
ing
conve
rsion
of

15. problems
involving
elapsed time
in hours and
minutes.
elapsed time in
hours and
minutes.
units
Num
ber

and

Alge
bra

(NA)
5. perform
addition
and
subtraction
of similar
fractions,
including
mixed
numbers.
(NA)
11.Identify
proper
fractions,
improper
fractions,
and mixed
numbers
  ✅ ✅
I can define
proper,
improper, and
mixed
fractions.
Identify proper
fractions,
improper
fractions and
mixed numbers
WW;
QA;
Conn Types
of
Fracti
ons
12. rewrite
improper
fractions
into mixed
numbers,
and vice
versa
  ✅ ✅
I can rewrite
improper
fractions into
mixed
numbers, and
vice versa
WW;
QA;
Conn Chan
ging
Mixe
d to
Impro
per
and
vice
versa
13. plot
fraction
(proper
fractions,
improper
fractions,
and mixed
numbers)
with
denominator
  ✅ ✅ I can divide a
number line
into fraction
parts with the
denominator 2,
4,5, and 10.
I can plot
fraction (proper
WW;
QA;
Conn Types
of
Fracti
ons

16. s 2, 4, 5, and
10 on the
number line
fractions,
improper
fractions, and
mixed
numbers) with
denominators
2, 4, 5, and 10
on the number
line
14. add and
subtract
similar
fractions:
a. two
proper
fractions,
b. two
mixed
numbers,
c. a mixed
number and
a proper
fraction,
d. a whole
number and
a proper
fraction, and
e. a whole
number and
a mixed
number
  ✅ ✅
I can add and
subtract similar
fractions:
a. two proper
fractions,
b. two mixed
numbers,
c. a mixed
number and a
proper fraction,
d. a whole
number and a
proper fraction,
and
e. a whole
number and a
mixed number
WW;
QA;
PC
PS Addin
g and
Subtr
acting
Fracti
ons

18. Quarter 3
Performance Task:
 
Qua
rter
Content
Domain
Content
Standards
Performance
Standards
Learning
Competencies
Mapping of LCs with Assessment and Topics by Quarter and Week
Unpacking the Learning Competencies (LCs)
Assessment
Enabling
General
Teaching
Strategy
Topic
Scheduling of
Topics by Week
and Day
Evaluation of the
LC
Classifying the LC
Evaluated
(Unpacked)
LCs
Learning
Targets
Need to
Unpack
No Need
to
Unpack
Acquisition of
Knowledge
(Knowing)
Meaning
Making
(Understanding)
Transfer of
Learning
(Doing)
Wk Day
Q3 Nu
mbe
r
and
Alg
ebra
(NA
)
1.dissi
milar
and
equi
valen
t
fracti
ons
 represent
,
compare,
and order
dissimilar
fractions.
(NA
1.
represent
dissimilar
fractions,
with
denominat
ors up to
10, using
models.
  ✅ ✅  ✅ I can
define
dissimilar
fraction
I can
identify
dissimilar
fractions
from a set
of
fractions.
I can
represent
dissimilar
fraction,
with
denomina
tors up to
WW
WW; QA;
WW; QA;
PC
 Comm
Comm, R
PS
 Dissi
milar
Fracti
ons
 

19. 10, using
models
2.facto
rs
and
mult
iples
of
num
bers
up to
100.
Find
factors
and
multiples
of
numbers
up to 100.
(NA
1.compare
dissimila
r fraction
using the
symbols
=, >, and
<.
✅ ✅ ✅ compare
dissimilar
fraction
(related
fractions
with
denominat
ors up to
10) using
the
symbols
=, >, and
<
I can
compare
dissimilar
fraction
using the
symbols
=, >, and
< using
models
and
similar
fractions.
WW; QA;
PC
Comm;
R; PS
Copar
ing
Dissi
milar
Fracti
ons
2.addit
ion
and
subtr
actio
n of
dissi
mila
r
fract
ions.
3.order
dissimila
r
fractions
from
smallest
to
largest,
and vice
versa.
✅ ✅ ✅ order
dissimilar
fractions
(3-4
related
fractions)
from
smallest to
largest,
and vice
versa.
I can
order
dissimila
r
fractions
from
smallest
to
largest,
and vice
versa.
WW; QA;
PC
Comm;
Reasonin
g; PS
Order
ing or
Arran
ging
Dissi
millar
Fracti
ons
4.generate
equivale
nt
fractions
using
models.
✅ ✅ I can
define
equivalent
fractions.
I can
generate
equivalent
WW
WW; QA;
Comm;
Represent
ation
Comm;
Represent
Equiv
alent
Fracti
ons

20. fractions
using
models
ation
5.determin
e
equivale
nt
fractions
.
✅ ✅ determine
equivalent
fractions
(by
multiplyin
g or
dividing).
I can use
multiplic
ation to
determine
equivalen
t
fractions.
I can use
division
to
determine
equivalen
t
fractions.
WW; QA;
WW; QA;
Comm;
Represent
ation
Comm;
Represent
ation
Equiv
alent
Fracti
ons
Equiv
alent
Fracti
ons
6.identify
the
multiples
of given
numbers
up to 100.
✅ ✅ ✅ I can
define
multiples.
I can
identify
the
multiples
of given
numbers
up to
WW;
WW; QA;
PC
Comm
Comm;
PS
Factor
s and
Multi
ples

21. 100.
7.find all
the
factors
of a
given
number
up to
100.
✅ ✅ ✅ I can
define
factors.
I can find
all the
factors of
a given
number
up to
100.
WW
WW; QA;
PC
Comm
Comm;
PS
8.reduce
fractions
to
simplest
form
✅ ✅ I can
reduce
fractions
to
simplest
form.
I can
determine
fractions
in
simplest
form.
WW; QA;
WW; QA;
Comm;
Conn
Comm,
Conn
Simpl
ifying
Fracti
ons
9.add and
subtract
dissimil
ar
fractions
using
models.
✅ ✅ I can add
dissimilar
fractions
using
models.
I can
subtract
WW; QA;
WW; QA;
Conn;
Represent
ations
Conn;
Represent
Addin
g and
Subtr
acting
Dissi
milar
Fracti
ons
using

22. dissimilar
fractions
using
models.
ationsMode
ls
10.add and
subtract
dissimil
ar
fractions
: a. two
proper
fractions
, b. two
mixed
numbers
, c. a
mixed
number
and a
proper
fraction,
d. a
whole
number
and a
proper
fraction,
and e. a
whole
number
and a
mixed
number.
✅ ✅ I can add
and
subtract
dissimilar
fractions
with two
proper
fractions.
I can add
and
subtract
dissimilar
fractions
with two
mixed
numbers
I can add
and
subtract
dissimilar
fractions
with a
mixed
number
and a
proper
WW; QA;
WW; QA;
WW; QA;
Conn;
Represent
ations
Conn;
Represent
ations
Conn;
Represent
ations
Addin
g and
Subtr
acting
Dissi
milar
Fracti
ons

23. fraction
I can add
and
subtract
dissimilar
fractions
with a
whole
number
and a
proper
fraction
I can add
and
subtract
dissimilar
fractions
with a
whole
number
and a
mixed
number
WW; QA;
WW; QA;
Conn;
Represent
ations
Conn;
Represent
ations
11.sol
ve multi-
step
problems
involvin
g
addition
✅ ✅ I can
solve
problems
involving
addition
of
fractions.
WW; QA; Conn;
Represent
ations;
PS
Solvi
ng
Multi-
step
word
proble
ms

24. and/or
subtracti
on of
fractions
I can
solve
problems
involving
subtractio
n of
fractions.

I can
solve
multi-
step
problems
involving
addition
and/or
subtractio
n of
fractions
WW; QA;
WW; QA;
Conn;
Represent
ations;
PS
Conn;
Represent
ations;
PS
involv
ing
additi
on or
subtra
ction
Mea
sure
men
t
and
Geo
met
ry
(M
G
4.sy
m
me
tri
c
fig
ur
es
wi
th
res
identify
symmetry
with
respect to
a line,
and create
figures
that have
line
symmetry
. (MG)
12.identify
symmetr
y with
respect
to a line.
✅ ✅ ✅ I can
define
symmetry
.
I can
identify
symmetry
with
respect to
WW; QA;
WW; QA;
PC
Conn;
Represent
ations;
PS
Conn;
Represent
ations;
PS
Sym
metry

25.   pe
ct
to
a
lin
e
5.resu
lting
ima
ges
after
appl
ying
refle
ctio
n
with
resp
ect
to a
line.
 
a line.
I can
create
figures
that have
line of
symmetry
.
WW; QA;
PC
Conn;
Represent
ations;
PS
13.complete
a figure
that is
symmetr
ic with
respect
to a line.
✅ ✅ ✅ I can
complete
a figure
that is
symmetri
c with
respect to
a line.
WW; QA;
PC
Conn;
Represent
ations;
PS
Line
of
Sym
metry
perform
reflection
with
respect to
a line,
including
glide
reflection,
to obtain
images of
shapes.
(MG
 
14.draws
the
image of
an object
after
applying
reflectio
n with
respect
to a line,
includin
g glide
reflectio
n.
✅ ✅ ✅ I can
define
glide
reflection
I can
draw the
image of
an object
after
applying
reflection
with
WW; QA;
PC
WW; QA;
PC
Comm;
Conn;
Conn;
Represent
ations;
PS
Sym
metric
al
Figur
es

26. respect to
a line,
including
glide
reflection
.

27. Quarter 4

Quarter
Content
Domain
Content
Standards
Performance
Standards
Learning
Competencies
Mapping of LCs with Assessment and Topics by Quarter and Week
Unpacking
the Learning Competencies (LCs)
Assess
ment
Enabli
ng
Gener
al
Teachi
ng
Strateg
y
TopicSchedul
ing of
Topics
by
Week
and
Day
Evaluation
of the LC
Classifying the LC Evaluate
d
(Unpacke
d) LCs
Learning
Targets
Need
to
Unpac
k
No
Need
to
Unpac
k
A
cquisiti
on of
Knowle
dge
(Knowi
ng)
M
eaning
Making
(Underst
anding)
T
ransfe
r of
Learn
ing
(Doin
g)
W
k


Da
y
4th QData
and
Probability
(DP)
1.
presentation
and
interpretatio
n of data in
tabular form
and in a
single line
graph.
By the end of
the quarter,
the learners
are able
to ...
• present and
interpret data
in tabular
form and in
a single line
graph. (DP)
1. collect data
with time
element using
appropriate
sources
✅ ✅ 1. collect
data with
time
element
using
appropriat
e sources
(e.g.
surveys,
observati
ons,
interview
s, etc).
I can collect
data using
appropriate
sources.
WW;
QA; PC
Conn;
Comm;
Represe
ntation;
PS
Line
Graph

2. present
data in a
tabular form,
or in a single
line graph.

✅ ✅ I can present
data in a
tabular form.
I can present
data in a
WW;
QA; PC
Conn;
Comm;
Represe
ntation;
PS
Line
Graph

28. single line
graph.

3. interpret
data
presented in a
tabular form,
or in a single
line graph.
✅ ✅ I can
interpret data
presented in
a tabular
form.
I can
interpret data
in a single
line graph.
WW;
QA; PC
WW;
QA; PC
Conn;
Comm;
Represe
ntation;
PS
Conn;
Comm;
Represe
ntation;
PS
Line
Graph

4. solve
problems
using data for
at most two
variables in a
tabular form,
or in a single
line
graph.
✅ ✅ I can solve
problems
using data
for at most
two
variables in a
tabular form,
or in a single
line graph.
WW;
QA; PC
Conn;
Comm;
Represe
ntation;
PS
Line
Graph

Number and
Algebra
(NA)
2. simple
patterns.
3. number
sentences.
4. decimal
numbers and
their
relationship
to fractions.
• generate a
simple
pattern and
describe the
rule used.
(NA)
• complete
number
sentences to
represent
number
properties
and number
5. describe
the rule used
to generate a
given simple
pattern.

✅ ✅ ✅ describe
the rule
(numeric
and
geometric
) used to
generate a
given
simple
pattern.

I can
describe the
rule used to
generate a
given simple
pattern.
I can apply
the rule to
continue or
complete a
simple
numeric
WW;
QA; PC
WW;
QA; PC
Conn;
Comm;
Represe
ntation;
PS
Conn;
Comm;
Represe
ntation;
PS

Pattern
s

29. facts. (NA)
• represent,
compare,
order, and
round
decimal
numbers.
(NA)
• convert
decimal
numbers to
fractions and
fractions
(with
denominator
s 10 or 100)
to decimals.
(NA)
pattern.

6. complete a
number
sentence:
a. to represent
a property of
operations
(e.g., 4 + 3 =
3 + __)
(commutative
property of
addition)
b. to represent
equivalent
number facts
(e.g., 4 + __ =
6 + 3)
✅✅ ✅ I can
complete a
number
sentence to
represent a
property of
operations.

I can
complete a
number
sentence
to represent
equivalent
number
facts.
WW;
QA; PC
WW;
QA; PC
Conn;
Comm;
Represe
ntation;
PS
Conn;
Comm;
Represe
ntation;
PS

Pattern
s

7. represent
decimal
numbers
using models
and
manipulatives
to show the
relationship
to
fractions.
✅ ✅ I can
represent
decimal
numbers
using models
and
manipulative
s to show the
relationship
to
fractions.
WW;
QA;
Conn;
Comm;
Represe
ntation

Decim
als
Conce
pt

8. read and
write decimal
numbers with
decimal parts
to hundredths.
✅ ✅ read and
write
decimal
numbers
with
I can read
and write
decimal
numbers
with decimal
WW;
QA;
Conn;
Comm;
Represe
ntation;

Readin
g and
Writin

30. decimal
parts to
hundredth
s in
numerals
and in
words
parts to
hundredths
in numerals
and in
words.
g
Decim
als
9. determine
a. the place
value to
hundredths of
a digit in a
given decimal
number,
b. the value of
a digit, and
c. the digit of
number,
given its
place value.
✅✅ I can
determine
the place
value to
hundredths
of a digit in a
given
decimal
number.

I can
determine
the value of
a digit.

I can
determine
the digit,
given its
place value.

WW;
QA;
WW;
QA;
WW;
QA;
Conn;
Comm;
Represe
ntation;
Conn;
Comm;
Represe
ntation;
Conn;
Comm;
Represe
ntation;
PS

Decim
als
Place
Value
and
Value

10. convert
decimal
numbers to
fractions, and
fractions with
denominators
10 or 100 to
decimals.
✅ ✅ ✅ I can convert
decimal
numbers to
fractions,
and fractions
with
denominator
s 10 or 100
WW;
QA; PC
Conn;
Comm;
Represe
ntation;
PS

Conver
ting
Decim
als to
Fractio
ns

31. to decimals.
11. plot
decimal
numbers with
tenth decimal
part on the
number line.
✅ ✅ I can plot
decimal
numbers
with tenth
decimal part
on the
number line.
WW;
QA; PC
Conn;
Comm;
Represe
ntation;

12. compare
and order
decimal
numbers with
decimal parts
to hundredths.
✅ ✅ ✅ I can
compare and
order
decimal
numbers
with decimal
parts to
hundredths.
WW;
QA; PC
Conn;
Comm;
Represe
ntation;
PS

Compa
ring
Decim
als

13. round
decimal
numbers to
the nearest
whole
number and
to the nearest
tenth.
✅✅ ✅ I can round
decimal
numbers to
the nearest
whole
number and
to the nearest
tenth.
WW;
QA; PC
Conn;
Comm;
Represe
ntation;
PS

Roundi
ng off
decima
ls