Exam Week - Third Unit
Dear students, please practice at home.
- Published July 31st, 2025 - 3:00 pm
Dear students, please practice at home.
First period
Contents
Ms. Alejandra Cáceres
Counting Sequence
· Count forward to 120
· Count backwards from 30
· Read and write numbers 0-50
· Orally express the ordinal numbers (first - tenth) in relation to the written form (1st - 10th)
Operations & Algebraic Thinking
Sets/Grouping
· Sets with shapes
· Group by shape, color and size
Addition
· Relate counting to addition
· Add within 20
· Create equivalent sums (e.g., 6 + 7 = 6 + 6 +1=12 +1=13)
· Number line
Published February 7th, 2025 - 3:00 pmSecond period
Contents
Key Concepts:
Counting On or making ten to solve Results
Unknown and Total Unknown problems
· Solve word problems with three addends, two of which make ten
· Associative and commutative properties to make ten with three addends
· Make ten when addend is 9
· Commutative property to make ten
· Solve problems with addends of 7, 8, and 9
· Solve word problems with subtraction of 9 from 10
· Relate counting on to making ten and taking from ten
· Subtract 7, 8, and 9 from teen numbers
Strategies for solving change or addend unknown problems
· Relate counting on to the take from
Questions to Focus Instruction and Assessment:
● How do we know when to subtract and when to add?
● How can we solve addition problems?
● How can we solve subtraction problems?
● How do we use counting when solving problems?
● What numbers make 10? ten strategy
· Solve add to with change unknown problems
· Equivalent expressions with an equal sign
Varied problems with decompositions of teen numbers as 1 Ten and some Ones
· A bundle of ten = “tens” 1-9 = “ones”
· Addition and subtraction problems decomposing and composing teen numbers as 1 ten and some ones
· Two-step solutions
Published February 7th, 2025 - 3:00 pmThird period
Contents
Mayan Numbers 0-19 (Level 1)
· Connection to our number system
· Write and interpret numbers Tens and Ones
· Count by 10s
· Use place value chart to record and name tens and ones within a two-digit
number
· Interpret two-digit numbers as tens
Questions to Focus Instruction and Assessment:
Why does data organization help us?
What are the components of an equation?
How can we check/prove that both sides of the equation have the same value?
Can you draw the Mayan number ____ ?
Why do we separate the numbers into tens and ones?
How does addition/subtraction relate to counting?
Can you count by 10s to 40?
What are the symbols for comparing numbers?
What is the difference between addition and subtraction?
EX: Can you subtract 12 from 38?
EX: Can you add 13 to 21?
Can you identify the tens and ones place and ones
· Two digit numbers as addition sentences that combine tens and ones
· Identify 10 more, 10 less, 1 more , and 1 less than a two digit number (Ex: What
number is 10 more/less than 56?)
Comparison of Pairs of Two-Digit Numbers
· Compare two quantities, and identify the greater or lesser of the two given
numerals
· Compare quantities and numerals from left to right
Use symbols >, =,
Published February 7th, 2025 - 3:00 pmFourth period
Contents
Attributes of Shapes
· Classify shapes based on defining attributes
· Find and name two-dimensional shapes (trapezoid, rhombus, square), based on defining attributes of sides and corners
· Find and name three-dimensional shapes (cone, rectangular prism), based on
defining attributes of faces and points
Questions to Focus Instruction and Assessment:
What do we recongize about the clock?
How do we use it?
Why do we use it?
How is counting by 10 helpful?
How are the mayan numbers the same or different from the numbers we use today?
Why is it important to learn about the mayan numbers?
Part-Whole Relationships
Within Composite Shapes
· Create composite shapes from two- dimensional shapes
· Compose a new shape from composite shapes
· Create a composite shape from three- dimensional shapes
· Describe the composite shape using names and positions
Halves and Quarters of Rectangles and Circles
· Name and count shapes as parts of a whole, recognizing relative sizes of the parts
· Partition shapes and identify halves and quarters of circles and rectangles
Application of Halves to Tell Time
· Construct a paper clock by
partitioning a circle and tell time to the hour
· The minute and hour hands of a clock
· The minute and hour place for an analog clock
· Tell and write time in hours and half- hours with analog and digital clock A.M. or P.M.
Published February 7th, 2025 - 3:00 pmI´m really happy to share this year with you... let´s learn and have fun moments together!!
Please check here our news, our contents, and some interesting post!
Please if you have doubts or questions can you contact me by email: mcaceres@cas.edu.gt
See you soon!
Ms. Ale