English Language Arts

for 3rd Grade Students

See what skills your child will learn in English Language Arts, examples of student work and how you can help at home.

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3rd

3rd

Expectations for Students

During 3rd grade, class texts are becoming more complex. Students should spend most of their time reading, writing about, & talking about high-quality texts with a range of text complexity . Students should read independently & listen to texts read aloud. Texts should be half fiction & half nonfiction. Texts should represent diverse people, ideas, & identities, including the voice & perspective of historical & contemporary Dakota & Anishinaabe people.

See all 3rd grade state standards for ELA

3rd graders should understand how to do the following well by the end of the year:

Learning to Read and Write

Match letters & sounds to decode & write out most words.

Know & use suffixes & prefixes .

Write complete sentences & simple paragraphs about what they are learning, with mostly correct spelling, grammar, capitalization, & punctuation, including commas & apostrophes.

Independently read grade-level texts (Lexile 420–820, F&P: F–M, DRA: 12-38) fluently & with expression. Students should read 80-140 words per minute & should understand what they are reading.

Learning About the World Through Text

Ask & answer questions about stories & texts read independently. Retell what happened, explain & connect key ideas. Show examples from the text that supports their thinking.

Figure out the meaning of unknown words by using pictures, context, glossaries, etc. Figure out words with multiple meanings or figurative language.

Use linking words to connect ideas (such as “also,” “another,” “first,” “more,” “but”).

Write about what happened or information learned from the text. Include a title, an introduction, well-developed examples, & a conclusion.

How Students Learn To Read

How Do Students Learn to Read?

Learn more about the science of reading

3rd Grade English Language Arts Examples

Here is an example of a 3rd grade level text. Children should be able to read this text smoothly & clearly. Afterward, they should be able to summarize the text & answer questions about what they read.

1This work is based on an original work of the Core Knowledge® Foundation made available
through licensing under a Creative Commons AttributionNonCommercial-ShareAlike 3.0 Unported
License. This does not in any way imply that the Core Knowledge Foundation endorses this work.

What is Light?

Did you know that the sun is the greatest source of light for our planet, Earth? But what is light? Why is it so important? Hot gasses of the sun give off both light and heat energy. Light carries energy, with the long wavelengths carrying the least and the short wavelengths carrying the most. When you think of something with lots of energy, what comes to mind? Do you think of something fast like a race car? Do you think of something with great force like a very strong wind knocking down a tree? Believe it or not, light can be many times more energetic than a car or the wind.

Light travels at 186,000 miles every second in a vacuum. At that speed, light can go around Earth more than seven times every second! No human-made machine can go that fast—not even a jet plane or rocket! One way that light travels, including light from the sun, is in the form of waves. Scientists can measure how long light waves are.Waves can be different sizes—some are long and some are short. Some light waves are visible and some are invisible. Whether you can see light or not depends on the length of the wave. The longest wavelength of visible light is seen as red and the shortest wavelength is violet. Short wavelengths carry the most energy.

The sun gives off what is called white light. Perhaps you think of the light from the sun as having no color at all. Maybe you think the light from the sun is more yellow in color. It may surprise you to know that the sun’s light, white light, is made up of all the colors of the rainbow. White light includes light of different wavelengths, including all the colors we can see. Of all the wavelengths in the sun’s light, there is just a little more of the yellow wavelengths than the other colors. This is why the sun looks yellow when we see it against the blue sky. Still, the light from the sun includes all of the other colors and wavelengths..

Although the sun is the greatest source of visible light, there are also other sources of light. What else in the sky provides light? The other stars in the night sky provide light, though it is not as bright as the light from the sun during the day. The moon is not a star and does not give off its own light. Can you think of other sources of light? Is there light in your classroom right now? Perhaps it is from the sun shining through the windows. Chances are good, though, that some of the light in the room may be coming from light
bulbs. Like the sun, most light bulbs give off white light. Electric lights are such a part of our everyday life, we don’t even think about them—unless the electricity goes off! This doesn’t happen often, but sometimes it does during a bad storm. When the electricity goes off and we do not have light from light bulbs, people sometimes use other sources of light, like flashlights or candles.

Light is important for many reasons. Light and heat energy from the sun warms Earth. Without the light and heat energy from the sun, Earth would be freezing cold. You also learned back in kindergarten that the sun’s light is needed for plants to grow. Also, without light, there would be no colors. Can you think of another reason that light is important? Try to imagine a world in which there is no light— no sun, no stars, no candles, and no light bulbs. What would be different? If you just said that it would be dark, you are only
partly right. What else would change? Without light, you would not be able to see anything! A world without light is almost impossible to imagine.1

Here is an example of writing at a 3rd grade level.2

2 Writing sample obtained with permission from Student Partners. “Student Writing Samples.”
Achieve the Core, https://achievethecore.org/category/330/student-writing-samples

The Abenaki

The Abenaki lived in Vermont in the early 1600. The Abenaki are a group of native people . They lived here much before you & me they learned how to dell with the land. There were no houses no electricity not even heating the land had hills moutain lots of trees rivers. Vermont’s land affected the early Abenaki’s housing & their food.

Vermont’s land affected the Abenaki’s housing . The Abenaki used young trees to build their houses. They cut it down & then bent it into a round roof. This kept the Abenaki warm in the winter because the roof kept the warmth in. Vermont’s land also had lots of animals. They skinned the animals & took their sinews the sinews held held the saplings together. This helped the Abenaki people keep their houses stable. Vermont’s land also had lots of trees. They used the bark from the trees to tie on the frame like singles . That helped the Abenaki the rain out so they staid dire all the time. The Abanaki’s housing was greatly affected by the land.

Not only dose the land affect the Abenaki’s housing but it also affected the Abenaki’s food to. The Abenaki women picketed seeds in the forest. Then they planted them in some fresh soil. This helped the Abenaki because they had their own gardens & they planted seeds & soon they had food. Vermont’s land also had alot of fish. They killed the fish & the dead fish helped fertilize the soil. That gave the Abenaki extra food. Vermont’s land also had abundant wild life. The Abenaki fished & hunted game. All of the fresh meat was shard among the whole village to keep everybody strong. The Abenaki’s food supply was affected by the land.

Vermont’s land affected the early Abenaki’s housing & their food. The land seems to be a tough place to live but the Abenaki respited the land & only took what they needed & the land gave them what they needed .

Introduces a topic by providing some context & stating a focus

Groups related information together in paragraphs to organize each major part of the essay (housing, food)

Groups related information together in paragraphs to organize each major part of the essay (housing, food)

Develops the topic with facts
& details

Uses linking words & phrases to connect ideas within categories of information

Provides a concluding section that restates the main point & reflects on the significance of the information provided

Everyday Activities to Support Learning

Read Together Every Day

Talk about what your child is reading, discussing, & writing about in school.

Invite Your Child to Help at Home

Include children in daily household activities that require reading such as cooking, shopping, & sorting mail.

Create Homework Routines

Create a consistent routine & space for homework. Regularly check that your child has finished their homework.

Talk about Books

Have “book talk” conversations. Ask your child to say the important ideas in their own words. Ask your child to show you where to find each idea in the text.

Write Letters

Invite your family members to be your child’s pen pal and practice writing notes for special occasions.

Go to the Library

Get a free library card & visit the library together often. Anyone can get a free library card, regardless of immigration status.

Learn Together

Pick something to learn about together. Read books, look online, & do things together to learn more about the chosen topic. You can help your child build knowledge & love for learning.

Use Writing in the Real World

Encourage your child to use writing in the real world. This can include everyday writing such as grocery lists, notes, chore lists, journaling, book response notebook, or other creative writing.

Tips for Talking to Teachers

A strong relationship between families and teachers is key to ensuring students have what they need to succeed. Parent involvement not only leads to higher grades and test scores, but also helps students develop self-confidence, motivation, and social skills. Knowing what questions to ask at school visits and parent-teacher conferences can help you feel confident when it comes to addressing your child’s’ academic needs.

The numeric value of a digit in a number. The value of the digit is based on its position in the number. See the chart below for the number 4,367.082.

A group of words that means something different than its literal meaning. For example: “raining cats & dogs” means “to rain heavily” & “piece of cake,” means “something that is easy to do.”

The skills needed to read, write, & speak.

How sentences are put together, & how the order of words can change what it means. It’s like building with blocks – knowing a lot of words is like having a lot of different blocks, but understanding sentence structure is like knowing how to put the blocks together to build something bigger and more meaningful.

When we already know something about a topic before we read about it. When we know more about the topic, we can understand the text better.

When we know a word without having to sound it out. Good readers do this with words that are very common or with words that do not follow the “rules” of phonics.

The ability to read & write. Students get better at literacy with clear & specific instruction & with practice.

Synonyms are words that mean the same thing. “Big” & “enormous” are synonyms.

Words that mean the opposite of each other. “Big” and “small” are antonyms.

Addition is when we find the total amount by combining two or more values. Adding 2 & 3 gives us a total of 5. Adding 4, 1, & 3 gives us a total of 8. When we add, the total becomes more.

Counting numbers in order (1,2,3,4,5…)

Knowing that words are made up of many individual sounds (or phonemes). Students should be able to identify, produce & play with these individual sounds. You can find a video with all 44 English phonemes at https://www.youtube.com/watch?v=wBuA589kfMg.

Books with sound & spelling patterns that teachers have already taught in class. Students can decode or sound out most words in the text.

When students can read with speed, accuracy, & proper expressions that shows they understand what they read.

A number consisting of both a whole number & a fraction, such as 1 3/8.

A fraction in which the top is bigger than the bottom, such as 7/5.

After ordering the data set from lowest to highest, the median is the value in the middle of the data set.

The mean is sometimes also referred to as the average. The mean is found by adding together all of the values in a data set & then dividing by the total number of values.

The relationship between two sets of numbers that are not equal. Inequalities typically include an unknown number. For example, 7x < 28.

Factors are numbers we can multiply together to get another number. For example, 2 & 3 are factors of 6 because 2 times 3 equals 6.

The author’s point of view describes from what perspective the story is being told. For example, it may be a character in the story that is narrating, or the author may be an outside observer.

The amount of 3-dimensional (3D) space that an object takes up. Volume tells us the amount we need to fill the object. For example, the amount of water needed to fill a bottle. We measure the volume of an object in cubic units such as cubic centimeters, cubic inches, cubic feet, etc.

The chance of something happening. Probability is expressed as a decimal or fraction from 0-1 or as a percent from 0-100%. For example, the probability of flipping a coin & it being “tails” is .5, 1/2, or 50%.

Properties of algebra describe the different ways that numbers can be combined. In 6th grade students use the associative, commutative & distributive properties of algebra.

The order of operations is the rule that tells us the order we should use to solve an expression with many steps. The order we follow can be remembered with the acronym PEMDAS:
1) Parentheses
2) Exponents
3) Multiplication & Division from left to right
4) Addition & Subtraction from left to right

Equivalent expressions are expressions that work the same even though they look different. If two expressions are equivalent, then the two expressions have the same value when we put in the same value for the variable. For example, 2x + x + x is equivalent to 4x.

A coordinate plane is a flat plane formed by the intersection of a vertical number line called y-axis & a horizontal number line called x-axis. These are perpendicular lines that intersect each other at zero, & this point is called the origin.

Circumference is the distance around a shape. It is found by adding the length of all of the sides. For a circle, the circumference is proportional to the diameter by a factor of pi

The distance a number is from zero. The symbol “|” is placed on both sides of a number to mean absolute value, so we the absolute value of x is written as |x|. |4|=4 |-5|=5

A variable is an unknown numerical value in an equation or a math expression. Variables are shown with a symbol (usually a letter).

A thesis statement is one or two sentences that summarize the essay’s main idea.

Scientific notation is a way of showing numbers that are too
large or too small to be easily written. For example the number 0.0000000000073 can be written more easily as 7.3 x 10-12

The square root is a factor of a number that, when multiplied by itself, gives the original number. For example, both 5 and -5 are square roots of 25

The slope of the line describes the direction & steepness of the line. It is found by dividing the change in y over the change in x between any two points on the graph.

A rational number is any number that can be shown as a fraction of two integers. An irrational number cannot be shown as a fraction. A decimal is irrational if it never ends & it has no repeating pattern.

After ordering the data set from lowest to highest, the median is the value in the middle of the data set.

Claiming someone else’s work or ideas as your own.

Rewording a sentence or paragraph in your own words.

An equation between two variables that makes a straight line when plotted on a graph

An expression that defines a relationship between one variable (the independent variable) & another variable (the dependent variable). If the function is linear, then when it is graphed on a coordinate plane, it will create a straight line with a constant slope.

Numbers, symbols, & operations (such as + and ÷) grouped together that show the value of something. For example, y + 4 is an expression, & 3 − x/2 is also an expression.

An exponent refers to the number of times the base number is multiplied by itself.
73 = 7 x 7 x 7

A statement in which two things are equal. Equations often have unknown numbers (called variables) that are shown as a letter. For example: 3b + 5 = 14

The information about a person that exists on the internet as a result of their online activity. This includes posts on social media, photos, online purchases & reviews, passwords, subscriptions, & many other types.

The y-intercept is the point at which the graph of a line passes the y axis.

Recognizing the sounds of language. For example. rhyme, syllables, & the sounds in words.

Words are made up of individual sounds called phonemes. Children should practice identifying, producing, & rhyming with these individual sounds.

When students learn to write, they write the sounds they
hear. They may not spell the words correctly. Teachers
call this “inventive spelling”. Students use the letter &
sound connections taught in school to sound out words.

Any words that a child can read quickly & naturally. For example, “to”, “the,” “at.”

Subtraction is when we take away from the total
amount. If we start with 7 & we subtract 4, we have
3 left. When we subtract the total becomes less.

The answer we get by adding two or more numbers.

Figurative language uses figures of speech to be more
interesting, effective, & impactful. (“My dog’s coat is as
black as coal.” “He fought with the strength of a lion.”)

The numerator is the top number in a fraction. It shows how many parts we have. The denominator is the bottom number in a fraction. It shows how many parts there are in the whole item.

Teachers often measure a student’s reading level, usually
marked by a letter or number. This helps teachers know what
students need to learn. But sometimes, children are only
allowed to read texts at that level (typically a lexile number).
Be wary of this practice. Children should not be limited to
reading only texts that are at or below their grade level goal.

Text complexity is a measure of how difficult a text is. Text complexity is based on many factors, including the structure of the text, how difficult the language is, how much knowledge students need to understand what is read, & how difficult it is to understand what the text means. Students should be exposed to high-quality & complex texts. Complex texts provide opportunities for students to think deeply & to gain knowledge of the world, which will help them succeed in college, career, & life.

A suffix is a group of letters added to the end of a word. Suffixes
can change the meaning of a word. Adding “less” to the end
of the word “end” changes its meaning to “without end.” A
suffix can also change how the word is used. The noun “child”
becomes an adjective “childish” when you add the suffix “ish.”

A prefix is a group of letters added to the beginning of a
word that changes its meaning. Adding “un” in front of the
word “clean” makes the word mean “not clean.” Other
common prefixes are “re,” “dis,” “over,” “mis,” & “out.”

Using letter-sound relationships to correctly sound out & pronounce words. For example, children who have learned the English sounds /a/, /c/, & /t/ can decode “cat.”

A popular leveling system used by students, teachers, & parents to show two things:

  1. A student’s individual reading level
  2. The difficulty of the text

You can often find the Lexile number on the back of the book or by searching the title on lexile.com.

Grade-appropriate Lexile levels:

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