Grade 7 3rd Quarter Periodical Test Mathematics (Matatag Curriculum)

Grade 7 3rd Quarter Periodical Test Mathematics: Complete Guide for 2025-2026 (MATATAG Curriculum)

Are you preparing for your Grade 7 third quarter math exam? Whether you’re a student studying hard or a parent helping your child review, this comprehensive guide will walk you through everything you need to know about the Grade 7 3rd Quarter Periodical Test in Mathematics under the MATATAG Curriculum.

What is the Grade 7 3rd Quarter Periodical Test in Mathematics?

The Grade 7 3rd Quarter Periodical Test is a formal assessment that evaluates students’ mastery of mathematical concepts taught during the third quarter of the school year. Under the Department of Education’s MATATAG Curriculum, this examination plays a crucial role in measuring academic progress and identifying areas where students excel or need additional support.

This quarterly assessment typically consists of 50-60 multiple-choice questions covering essential mathematics topics aligned with the learning competencies prescribed in the MATATAG framework. The exam serves not only as a grading tool but also as valuable feedback for both teachers and students about the effectiveness of instruction and learning strategies.

Key Topics Covered in Grade 7 Math Third Quarter

Understanding what topics will appear on your periodical test is half the battle. Here’s a detailed breakdown of the major content areas you need to master:

1. Geometry Fundamentals

Geometry forms a significant portion of the third quarter curriculum. You’ll encounter questions about:

Points, Lines, and Planes: Identifying basic geometric elements and understanding their relationships
Angles and Angle Relationships:
- Types of angles (acute, right, obtuse, straight)
- Complementary and supplementary angles
- Vertical angles and linear pairs
- Corresponding angles formed by parallel lines and transversals
Angle Measurements: Calculating unknown angle measures using geometric properties
Example Question: If two angles are supplementary and one angle measures 65°, what is the measure of the other angle? Answer: 115° (because supplementary angles sum to 180°)
2. Polygons and Their Properties
You’ll need to identify, classify, and understand various polygons:
- Classification: Convex vs. non-convex (concave) polygons
- Types of Polygons: Triangle, quadrilateral, pentagon, hexagon, heptagon, octagon, nonagon, decagon, undecagon, dodecagon
- Interior Angles: Understanding the relationship between the number of sides and the sum of interior angles
  - Formula: Sum of interior angles = (n – 2) × 180°, where n = number of sides
Polygon Number of Sides Number of Triangles Formed Sum of Interior Angles
Triangle 3 1 180°
Quadrilateral 4 2 360°
Pentagon 5 3 540°
Hexagon 6 4 720°
Heptagon 7 5 900°
Octagon 8 6 1080°
3. Triangles
Triangles deserve special attention in your review:
- Classification by Sides: Equilateral, isosceles, scalene
- Classification by Angles: Acute, right, obtuse
- Triangle Properties: Understanding angle relationships and side relationships
- Triangle Congruence: Identifying when triangles are congruent
4. Circles
Essential circle concepts include:
- Parts of a Circle:
  - Center
  - Radius (distance from center to any point on the circle)
  - Diameter (longest chord passing through the center)
  - Chord (line segment connecting two points on the circle)
  - Arc (portion of the circle’s circumference)
- Circumference: Calculating the distance around a circle using C = 2πr or C = πd
- Circle Relationships: Understanding how radius, diameter, and circumference relate
5. Data Collection and Statistics
The third quarter emphasizes data literacy:
- Data Collection Methods: Surveys, observations, measurements, experiments
- Statistical Graphs:
  - Pictographs
  - Bar graphs
  - Histograms
  - Line graphs
- Data Interpretation: Reading and analyzing graphical representations
- Measures of Central Tendency: Mean, median, and mode (may be introduced)
6. Integers and Operations
Integer operations remain important throughout the year:
- Integer Concepts: Understanding positive and negative numbers
- Operations with Integers:
  - Addition and subtraction
  - Multiplication and division
- Real-World Applications: Solving word problems involving gains, losses, temperatures, elevations

Polygon	Number of Sides	Number of Triangles Formed	Sum of Interior Angles
Triangle	3	1	180°
Quadrilateral	4	2	360°
Pentagon	5	3	540°
Hexagon	6	4	720°
Heptagon	7	5	900°
Octagon	8	6	1080°

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Table of Specifications (TOS)

The Table of Specifications is your roadmap to understanding test priorities:

Remembering/Knowledge (30%): Recall of facts, definitions, and basic concepts
Understanding/Comprehension (30%): Explaining concepts and interpreting information
Applying (25%): Using knowledge to solve problems
Analyzing (15%): Breaking down complex problems and identifying relationships

Effective Study Strategies for Your Periodical Test

1. Create a Study Schedule

Start your review at least two weeks before the exam. Break down topics into manageable daily sessions:

Week 1: Review geometry fundamentals, angles, and polygons
Week 2: Focus on circles, statistics, and practice problems

2. Use Multiple Resources

Don’t limit yourself to just one study material:

Textbooks: Your primary reference aligned with MATATAG competencies
Lesson Exemplars: Teacher-provided materials reviewing quarterly lessons
Online Practice: Khan Academy, IXL, or DepEd Learning Resources
Past Periodical Tests: Practice with previous exam formats

3. Practice Active Recall

Instead of passive reading, test yourself regularly:

Create flashcards for geometric definitions and formulas
Quiz yourself on polygon properties
Work through sample problems without looking at solutions first
Explain concepts to a study buddy or family member

4. Focus on Problem-Solving

The MATATAG Curriculum emphasizes application:

Work through at least 10-15 practice problems for each topic
Pay special attention to word problems requiring multiple steps
Practice showing your work clearly—partial credit matters!
Learn to check your answers using estimation or alternative methods

5. Visual Learning Techniques

Mathematics becomes easier with visual aids:

Draw diagrams for geometry problems
Create color-coded notes for different angle types
Make a polygon reference chart with examples
Sketch circles and label all parts

Common Mistakes to Avoid

During Preparation

Procrastination: Starting to study the night before never works
Passive Reading: Just reading notes without practicing problems
Ignoring Weak Areas: Focus extra time on topics you find challenging
Skipping Word Problems: These are often worth the most points

During the Test

Rushing Through Questions: Read each question carefully
Not Showing Work: Even if you get the wrong answer, showing proper steps can earn partial credit
Leaving Blanks: Make educated guesses on multiple choice rather than leaving answers blank
Misreading Instructions: Pay attention to what the question is actually asking

Conclusion

The Grade 7 3rd Quarter Periodical Test Mathematics is more than just an exam—it is a reflection of students’ learning progress and teachers’ instructional effectiveness. With proper preparation, aligned materials, and consistent practice, success is achievable.

Whether you are a teacher creating test questions, a student reviewing lessons, or a parent supporting learning, this guide serves as a complete and reliable reference.

For more official updates and curriculum information, always check the Department of Education (DepEd) website:
👉 https://www.deped.gov.ph

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Sample Review Questions

Try these practice questions to test your understanding:

Geometry and Angles

Two angles form a linear pair. If one angle measures 73°, what is the measure of the other angle?
Lines m and n are parallel, and line t is a transversal. If angle 1 measures 42°, what is the measure of the corresponding angle?

Polygons

How many triangles can be formed by drawing diagonals from one vertex of a hexagon?
What is the sum of the interior angles of a decagon?

Circles

If the radius of a circle is 7 cm, what is its diameter?
A circle has a diameter of 20 inches. What is its circumference? (Use π ≈ 3.14)

Answers:

107° (supplementary angles sum to 180°)
42° (corresponding angles are equal when lines are parallel)
4 triangles (n – 2, where n = 6 sides)
1,440° (using formula: (10 – 2) × 180° = 8 × 180°)
14 cm (diameter = 2 × radius)
62.8 inches (C = πd = 3.14 × 20)

Understanding Your Test Results

After receiving your test results:

Analyze Your Performance

Identify patterns: Which topics did you struggle with most?
Review mistakes: Understand why you got certain questions wrong
Celebrate strengths: Recognize topics you’ve mastered

Use Results for Improvement

Target weak areas: Focus additional study on challenging topics
Ask for help: Meet with your teacher about concepts you didn’t understand
Adjust study strategies: If your current approach isn’t working, try new methods

Look Beyond the Score

Remember that one test doesn’t define your abilities. The periodical test is a learning tool, not just a grade. Use it to guide your continued growth in mathematics.

Frequently Asked Questions

Q: How many items are typically on the Grade 7 3rd Quarter Math Periodical Test? A: Most tests contain 50-60 multiple-choice questions, though this can vary by school. Check with your teacher for the exact format.

Q: Can I use a calculator during the test? A: This depends on your school’s policy. Many periodical tests for Grade 7 do not allow calculators to assess mental math and basic computation skills. Confirm with your teacher.

Q: What happens if I fail the periodical test? A: Your periodical test is one component of your quarterly grade. Most teachers offer remedial activities or opportunities to improve your understanding. Speak with your teacher about support options.

Q: How is the periodical test different from summative tests? A: Periodical tests cover the entire quarter’s content and are administered at the end of the quarter. Summative tests may be given after each week or unit to assess more specific competencies.

Q: Should I memorize all formulas? A: Focus on understanding concepts rather than pure memorization. However, key formulas like the sum of interior angles (n-2) × 180° and circumference C = 2πr should be committed to memory through practice.

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