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Quizzes > High School Quizzes > English Language Arts

Texas STAAR Test Sample Practice Quiz

Boost your skills with authentic Texas STAAR samples

Difficulty: Moderate
Grade: Grade 5
Study OutcomesCheat Sheet
Colorful paper art promoting Texas STAAR Challenge practice quiz for middle school students.

What is 12 + 8?
20
22
18
24
12 + 8 equals 20 because when you combine the two numbers, the sum is 20. This basic addition problem reinforces essential arithmetic skills.
In the number 372, what is the place value of the digit 7?
Thousands
Ones
Tens
Hundreds
In the number 372, the digit 7 is located in the tens place, representing 70. Understanding place value is crucial for working with larger numbers.
Which fraction is equivalent to 1/2?
2/4
3/4
1/3
2/3
The fraction 2/4 simplifies to 1/2 when both the numerator and denominator are divided by 2. Recognizing equivalent fractions is important for comparing and simplifying fractions.
In a story, what does the term 'character' refer to?
The problem or conflict in the story
A person or entity involved in the story
The setting of the story
The main message of the story
A character is a person or entity that plays a part in the narrative. Recognizing the role of characters is fundamental in understanding and analyzing a story.
What is a synonym for 'happy'?
Angry
Melancholy
Elated
Tired
The word 'elated' is a synonym for 'happy,' conveying a sense of joy and excitement. Expanding vocabulary by understanding synonyms is key for reading comprehension.
What is the product of 15 and 6?
90
95
75
80
Multiplying 15 by 6 results in 90. This multiplication exercise reinforces fundamental arithmetic facts.
What is the perimeter of a rectangle with length 8 units and width 3 units?
26 units
24 units
22 units
16 units
The perimeter of a rectangle is calculated as 2 times the sum of its length and width: 2*(8+3), which equals 22 units. This question tests understanding of basic geometry formulas.
Which fraction is larger: 3/4 or 2/3?
Both are equal
Cannot be determined
2/3
3/4
By comparing the two fractions through cross-multiplication, 3/4 is determined to be larger than 2/3. This exercise strengthens the understanding of fraction comparison.
What is the quotient when 100 is divided by 4?
24
20
30
25
Dividing 100 by 4 yields a quotient of 25. This problem reinforces basic division skills and understanding of division as the inverse of multiplication.
What is the value of 2 raised to the power of 3?
8
9
6
12
Raising 2 to the power of 3 means multiplying 2 by itself three times (2 x 2 x 2), which equals 8. Understanding exponents is fundamental for advanced arithmetic.
In a narrative, what does the setting refer to?
The time and place where the story occurs
The moral of the story
The events that occur
The characters and their traits
The setting of a narrative refers to the time and place in which the story unfolds. This detail is key to contextualizing the events and actions within the text.
What is an inference in reading comprehension?
A conclusion drawn from evidence within the text
A direct quote from the text
A summary of the chapter
A prediction based solely on titles
An inference involves drawing a conclusion based on evidence and reasoning from the text. This skill is critical for deeper understanding and analysis of reading materials.
What does the term 'predict' mean in the context of reading?
To recount past events
To analyze a character's motivations
To identify the setting
To guess what might happen next
In reading, to predict means to use clues from the text to make an educated guess about future events. This process engages readers and enhances their comprehension skills.
When analyzing characters, which detail is most useful for understanding personality?
The physical appearance only
The setting of the story
The actions and dialogue
The plot twists
Analyzing a character's actions and dialogue reveals deeper insights into their personality. These details help in understanding motivations and the evolution of the character throughout the narrative.
What is the purpose of descriptive language in a narrative?
To create vivid imagery and engage the reader
To argue a point
To confuse the reader
To list random details
Descriptive language is used to paint a vivid picture and help the reader visualize the scene. It adds depth to the narrative and enhances the overall reading experience.
Solve the equation: 5x - 3 = 2x + 12. What is the value of x?
5
9
3
7
To solve the equation 5x - 3 = 2x + 12, first subtract 2x from both sides to get 3x - 3 = 12, then add 3 to both sides resulting in 3x = 15. Dividing both sides by 3 results in x = 5.
A triangle has angles in the ratio 2:3:4. What is the measure of the largest angle?
90 degrees
40 degrees
80 degrees
100 degrees
The angles of a triangle add up to 180 degrees. In the ratio 2:3:4, the sum of the parts is 9, and the largest angle is 4/9 of 180, which equals 80 degrees.
In the sentence 'Despite the heavy rain, the event continued unabated,' what is the function of the word 'despite'?
It presents a contrast
It introduces a cause
It denotes a consequence
It summarizes the sentence
The word 'despite' is used to introduce a contrast between the heavy rain and the continuation of the event. It indicates that the event proceeded in spite of an unfavorable condition.
How does foreshadowing contribute to a narrative?
It introduces the main character
It reveals the ending immediately
It provides background information
It creates suspense by hinting at future events
Foreshadowing involves giving subtle hints about what may happen later in the story. This technique builds suspense and prepares the reader for upcoming events.
A train travels 120 miles in 3 hours and then 150 miles in 5 hours. What is the train's overall average speed?
40 mph
35 mph
30 mph
33.75 mph
The overall average speed is calculated by dividing the total distance by the total time. With a distance of 270 miles and a time of 8 hours, the average speed is 33.75 mph.
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Study Outcomes

  1. Understand key middle school math concepts essential for the STAAR exam.
  2. Analyze reading passages to identify main ideas and supporting details.
  3. Apply problem-solving techniques to tackle standardized test questions.
  4. Evaluate exam strategies to improve accuracy and time management.
  5. Demonstrate proficiency in integrating math and reading skills for exam readiness.

STAAR Test Texas Sample Questions Cheat Sheet

  1. Master place value concepts - Understanding that each digit in a number has a different weight (even decimals all the way to the thousandths!) gives you supercharged number sense. Practice breaking numbers apart and recombining them to see how place value fuels everything from addition to decimals. 5th Grade STAAR Practice Tests
  2. Compare and order decimals - Being able to line up decimals and use >, <, and = is like learning a secret handshake for numbers - once you've got it, you'll never be fooled by tricky decimals again. Try sorting mixed lists of numbers and see patterns emerge instantly. 5th Grade STAAR Practice Tests
  3. Identify prime and composite numbers - Prime numbers are the atoms of mathematics, and composites are their molecules - knowing how to spot them sets you up for success in everything from fractions to advanced algebra. Play "number detective" by testing divisibility rules and hunting for those primes. 5th Grade STAAR Practice Tests
  4. Multiply and divide whole numbers and decimals - Whether you're scaling recipes or splitting candy, multiplication and division are your go‑to tools. Mastering decimals in these operations turns real‑world problems into quick calculations and eliminates common mistakes. 5th Grade STAAR Practice Tests
  5. Add and subtract fractions - Fractions with unlike denominators can feel like puzzles until you find a common denominator, then it's just like matching pieces. Practice converting each fraction and watch your confidence soar as you simplify answers in record time. 5th Grade STAAR Practice Tests
  6. Explore two-dimensional figure properties - Classifying shapes by their sides, angles, and symmetries is like becoming a geometry detective. The more you practice, the faster you'll recognize patterns and solve area or perimeter challenges. Geometry Explorations
  7. Solve multi-step word problems - Real-world scenarios love to mix addition, subtraction, multiplication, and division all in one go. Breaking these problems into bite‑sized steps helps you stay organized and score big on problem‑solving. Word Problem Workshop
  8. Generate and graph numerical patterns - Whether it's y = ax or y = x + a, turning algebraic rules into tables and then into graphs makes relationships come alive. You'll spot trends and predict values like a math pro. 5th Grade STAAR Practice Tests
  9. Interpret data with tables and graphs - Frequency tables, bar graphs, and line plots are the secret weapons for making sense of raw numbers. Practice reading and creating these visuals to draw conclusions at a glance. Data & Graphing Guide
  10. Enhance reading comprehension - Identifying main ideas, supporting details, and making inferences turns any text into a treasure trove of information. Sharpen these skills to ace STAAR reading passages and boost your overall test confidence. STAAR Reading & Language Arts Resources
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