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Learning Standards Standards

What does a student learn in ?

This is the year numbers stretch into the hundreds and students start thinking in groups of ten. Students read, write, and compare three-digit numbers, and they add and subtract with regrouping. They tell time on a clock, count coins, and measure with a ruler. By spring, they can solve a word problem with hundreds, tens, and ones and explain how they got the answer.

  • Place value
  • Adding and subtracting
  • Telling time
  • Counting money
  • Measurement
  • Word problems
Source: Texas Texas Essential Knowledge and Skills
Year at a glance
How the year usually goes. Every school and district set their own curriculum, so treat this as a guide, not official pacing.
  1. 1

    Numbers up to 1,200

    Students count, read, and write larger numbers and learn what each digit stands for. Expect practice comparing numbers and putting them in order.

  2. 2

    Adding and subtracting

    Students add and subtract within 1,000 using mental tricks, drawings, and paper and pencil. Word problems become a regular part of math time.

  3. 3

    Fractions and sharing

    Students split shapes and groups into equal parts like halves, thirds, and fourths. They start naming and comparing those parts.

  4. 4

    Shapes, length, and time

    Students name and sort 2D and 3D shapes, measure with rulers, and read clocks to the nearest minute. Counting coins and dollars fits in here too.

  5. 5

    Graphs and money choices

    Students collect data and show it in bar graphs and picture graphs, then answer questions about what they see. They also talk about saving, spending, and earning.

Mastery Learning Standards
The required skills a student should display by the end of Grade 2.
Mathematical Process Standards

  • Apply Mathematics

    TX-MATH.PROC.2.1

    Students use math to solve problems from real life, not just textbook exercises. A lesson might involve counting change, reading a clock, or figuring out how many snacks to split between friends.

  • Problem-Solving Model

    TX-MATH.PROC.2.2

    Students work through math problems step by step: figuring out what the question is asking, making a plan, solving it, and then checking whether the answer actually makes sense.

  • Select Tools and Techniques

    TX-MATH.PROC.2.3

    Students pick the right tool for the math in front of them, whether that means counting coins in hand, sketching on paper, or working out a simple addition in their head.

  • Communicate Mathematical Ideas

    TX-MATH.PROC.2.4

    Students explain their math thinking in more than one way, such as drawing a picture, writing a number sentence, or putting it into words. The goal is to show the same idea from two angles so the meaning comes through clearly.

  • Form Representations

    TX-MATH.PROC.2.5

    Students turn math ideas into pictures, diagrams, or number sentences so they can explain their thinking to others. A drawing of a problem or a simple chart counts as a representation.

  • Analyze Relationships

    TX-MATH.PROC.2.6

    Students look for patterns and connections between math ideas, then explain how those ideas fit together. This might mean noticing that adding and subtracting are related, or that a number line and a hundreds chart show the same counting pattern.

  • Justify Reasoning

    TX-MATH.PROC.2.7

    Students explain their math thinking out loud or in writing, using the right words to show why their answer makes sense.

K-8 mathematics content strands

  • Number and Operations

    TX-MATH.K8.2.1

    Second graders work with whole numbers and basic fractions, reading and writing them, comparing their sizes, and using them to solve everyday problems with adding and subtracting.

  • Algebraic Reasoning

    TX-MATH.K8.2.2

    Second graders spot patterns in numbers and shapes, describe how they repeat or grow, and start writing simple number sentences to show those relationships.

  • Geometry and Measurement

    TX-MATH.K8.2.3

    Students sort, measure, and describe flat and solid shapes, then use what they know to solve everyday problems involving size and space.

  • Data Analysis

    TX-MATH.K8.2.4

    Students collect information, then organize it into picture graphs, bar graphs, or tally charts. They read those charts to answer questions like "How many more?" or "Which has the least?"

  • Personal Financial Literacy

    TX-MATH.K8.2.5

    Students sort money choices into saving and spending, and start to understand what it means to borrow money and pay it back.

No state assessments at this grade
Students take their next one in Grade 3.
State Summative

STAAR Mathematics (Grades 3-5)

STAAR Mathematics is the spring summative math test for grades 3 through 5, aligned to the TEKS for math. Items include multiple-choice, gridded responses, and drag-and-drop.

When given:
spring
Frequency:
annual
Official source
Common Questions
  • What math should students know by the end of the year?

    Students should read, write, and compare numbers up to 1,200, add and subtract two-digit numbers fluently, and tell time on a clock to the nearest minute. They should also measure with a ruler, count coins, and read simple bar graphs.

  • How can families practice math at home in just a few minutes?

    Count change from a dollar, read the clock together at random times, or ask which number is bigger when looking at house numbers or prices. Short, daily moments like these build number sense faster than worksheets.

  • What should children do when they get stuck on a word problem?

    Ask them to retell the problem in their own words and draw a quick picture before reaching for an answer. Drawing circles, tally marks, or a number line helps students see what the problem is actually asking.

  • How should place value be sequenced across the year?

    Start with building numbers using hundreds, tens, and ones with base-ten blocks before moving to written form and comparisons. Place value should be revisited every unit, since it underpins addition, subtraction, and money work later in the year.

  • Which skills usually need the most reteaching?

    Regrouping in subtraction, telling time past the half hour, and counting mixed coins tend to need the most reteaching. Plan spiral review into warm-ups so these skills get repeated practice without burning a full lesson.

  • Do students need to memorize addition and subtraction facts?

    Yes, students should know sums and differences within 20 from memory by the end of the year. Quick games with dice or cards for five minutes a day work better than long drills.

  • How much should a child know about money and saving?

    Students should identify coins and bills, count mixed coins, and understand the difference between saving and spending. Letting them handle real coins at the store or sort a piggy bank makes these ideas stick.

  • What does mastery look like before moving on to the next grade?

    Students should solve two-step word problems with addition and subtraction, measure length with a ruler, and explain their thinking with a picture or sentence. They should also recognize basic fractions like halves, thirds, and fourths in shapes.

  • How can geometry and measurement be worked into daily routines?

    Have students measure classroom objects with rulers, sort pattern blocks by sides and corners, and compare lengths during transitions. Short, hands-on tasks build the vocabulary students need for word problems later.