🔬

5th Grade Take-Home Practice

Unlike denominators, decimal operations, volume, coordinates, and writing with a thesis.

Ages 10–11

What this year is really about

Grade 5 is the bridge to middle school. Fractions and decimals stop being topics and become the tools everything else is built out of.

Half an hour, and let them lead more of it. This is the year to hand over the checking: ask "how do you know that's right?" instead of marking it yourself.

📚 21 topics⏱️ 30 min a day🖨️ No printing needed

🎒 All 21 take-homes 🗓️ The weekly rotation ✅ End-of-year checklist ⬇️ Download the PDF

A week that doesn't become a second school

30 minutes a day, one strand at a time. Skipping a day is fine — skipping the same strand every week is what causes gaps.

Monday
Fractions
Three problems with unlike denominators, drawn or explained aloud.
Tuesday
Reading
One text, one question about how the author is trying to persuade.
Wednesday
Decimals & operations
Four problems, estimate before each one.
Thursday
Writing
One paragraph with a thesis sentence and evidence.
Friday
Science or history
One investigation, or one source compared with another.

Take it off the screen

The whole 5th Grade pack as a PDF — every topic, every check, every activity, with tick boxes and a date line so you can see what you have actually run. Free, no signup, and it works offline once it's saved.

Or just one subject

📖 Reading

Decoding, fluency, and understanding what was actually said.

4 topics this year

Figurative language and author's craft
Comparing two texts on the same topic
Spotting the argument and the evidence behind it
Academic vocabulary — the words school assumes

✏️ Writing

Getting a thought out of the head and onto the page so a stranger understands it.

3 topics this year

An essay with a thesis
A research report with real sources
Grammar that changes meaning

🔢 Math

Number sense first, then the procedures that ride on top of it.

7 topics this year

Adding and subtracting fractions with unlike denominators
Multiplying and dividing with fractions
Decimal operations and powers of ten
Dividing by two-digit numbers
Volume of solid figures
The coordinate plane
Order of operations and writing expressions

🔬 Science

Noticing, predicting, testing — and being willing to be wrong out loud.

3 topics this year

Matter, mixtures and chemical change
Ecosystems, food webs and energy flow
Earth's systems and the water cycle

🌍 Social Studies

Maps, communities, history, and why people who were there disagree.

2 topics this year

Causes and consequences in history
Whose story is being told?

🧭 Study & Life Skills

Attention, organisation, and the habits that decide whether the rest lands.

2 topics this year

Studying that actually works
Judging what's true online

Every 5th Grade topic, and what to do about it

Run the two-minute check first. If it passes, move on — you have just saved an evening. If it doesn't, the take-home underneath it is the fix.

0 of 21 done

📖 Reading
Figurative language and author's craft
Can do: Identifies metaphor, simile, personification and idiom, and explains the effect rather than just naming it.
Why it matters
By Grade 5, texts assume figurative reading. A literal reader misunderstands sentences they can decode perfectly.
What it looks like when it's wobbly
Names the device correctly and then says nothing about what it does, or reads a metaphor literally.
⏱️ Two-minute check
"The classroom was a zoo. What does that mean, and why write it that way instead of 'it was noisy'?"
Solid looks like: The meaning plus something about the image or the exaggeration it creates.
15 minutesDone this week
Do this at home
Why That Word?
⏱️ 15 minutesA book, a song lyric, or an advert
1Find one figurative line and work out the plain meaning first.
2Then ask the real question: why did the writer choose that, over the plain version?
3Rewrite the line literally and compare — what's lost?
4Hunt three more in the same text and rank them by how well they work.
5Song lyrics and adverts are the richest source; use them.
If it's too hard
Sort five lines into literal and figurative.
If it's too easy
They write a paragraph using three devices deliberately, then justify each one.
Say this
"What does it actually mean? Now — why say it that way instead of plainly?"
Reading practice
📖 Reading
Comparing two texts on the same topic
Can do: Reads two accounts of the same subject and identifies where they agree, differ, and why.
Why it matters
It's the beginning of source analysis, which runs through history, science and everything they'll read online for the rest of their life.
What it looks like when it's wobbly
Summarises both separately with no comparison, or assumes disagreement means one is simply lying.
⏱️ Two-minute check
Two articles on one event. "What did both say? What did only one say? Why might they differ?"
Solid looks like: A real difference identified, with a plausible reason — purpose, audience, or missing information.
20 minutesDone this week
Do this at home
Two Sources, One Table
⏱️ 20 minutesTwo short articles or two accounts of a family eventPaper
1Make three columns: source A only, both, source B only.
2Read and fill it in.
3Look at the outer columns and ask why each one left that out.
4Ask who wrote each and what they wanted the reader to think.
5Try it at home: two family members' accounts of the same day out.
If it's too hard
Two short paragraphs and just the "both" column.
If it's too easy
Add a third source and work out which is most reliable, with reasons.
Say this
"They can both be honest and still disagree. What would explain that?"
Reading practice
📖 Reading
Spotting the argument and the evidence behind it
Can do: Identifies an author's claim, the evidence given, and whether the evidence actually supports it.
Why it matters
This is critical reading proper, and it is the direct defence against everything designed to persuade them online.
What it looks like when it's wobbly
Confuses strong feeling with strong evidence, and is persuaded by confidence rather than support.
⏱️ Two-minute check
Show an advert or an opinion column. "What do they want you to think? What's their proof? Is it good proof?"
Solid looks like: Claim and evidence separated, and some judgement about the quality of the evidence.
15 minutesDone this week
Do this at home
Advert Autopsy
⏱️ 15 minutesAny advert — TV, YouTube, magazine
1Watch or read it once for enjoyment, then again as a critic.
2Write down the claim in plain words: what do they want you to believe or do?
3List the evidence offered. Usually there's almost none.
4Name the techniques: celebrity, fear, everyone-is-doing-it, urgency.
5Rewrite the advert honestly and compare how persuasive it is.
If it's too hard
One advert, one claim, one technique.
If it's too easy
Analyse a news article or a school text where the persuasion is much subtler.
Say this
"That's what they want you to feel. What did they actually give you as proof?"
Reading practice
📖 Reading
Academic vocabulary — the words school assumes
Can do: Understands analyse, compare, evaluate, describe, justify, summarise — and does the right thing when told to.
Why it matters
Children lose marks for answering a question they weren't asked. These command words are rarely taught explicitly and are worth explicit teaching.
What it looks like when it's wobbly
Describes when asked to explain, or lists when asked to compare — the content is fine, the task was misread.
⏱️ Two-minute check
"What's the difference between describe and explain? Between compare and contrast?"
Solid looks like: Describe is what it's like, explain is why; compare covers similarities as well as differences.
10 minutesDone this week
Do this at home
Command Word Wall
⏱️ 10 minutesPaper for a wall list
1Write the command words with a plain-English translation each.
2Take one topic — a football match — and answer it six ways, once per command word.
3When homework arrives, circle the command word before anything else is done.
4After writing, check back: did the answer do what the word asked?
5Add subject-specific words as they turn up in real work.
If it's too hard
Three words only: describe, explain, compare.
If it's too easy
Add evaluate and justify, which require a judgement rather than information.
Say this
"Circle the command word first. It's not asking you to describe — it's asking you why."
Reading practice
✏️ Writing
An essay with a thesis
Can do: Writes a clear thesis statement and structures body paragraphs that each support it.
Why it matters
The thesis is what turns writing from a collection of things-I-know into an argument. Every essay from here to university needs one.
What it looks like when it's wobbly
The introduction announces the topic ("I am going to write about volcanoes") rather than making a claim about it.
⏱️ Two-minute check
"Write one sentence saying what your whole essay will argue."
Solid looks like: A claim someone could disagree with, not a topic announcement.
20 minutesDone this week
Do this at home
Thesis Test
⏱️ 20 minutesPaperPencil
1Teach the test: if nobody could disagree with your sentence, it isn't a thesis.
2Write three candidate sentences on their topic and apply the test to each.
3Pick the best and list three reasons underneath it.
4Each reason becomes a body paragraph's first sentence.
5At the end, check every paragraph against the thesis and cut anything that doesn't serve it.
If it's too hard
You give two thesis options; they choose and justify.
If it's too easy
Write a thesis that acknowledges the other side: "Although X, Y."
Say this
"Could someone argue with that sentence? If not, it's a topic, not a thesis."
Writing practice
✏️ Writing
A research report with real sources
Can do: Gathers information from several sources, organises it into sections, and lists where it came from.
Why it matters
It's the first piece of school work that requires managing information rather than just producing it — a skill that only gets more important.
What it looks like when it's wobbly
Pastes together three paragraphs from three websites with no through-line and no sources listed.
⏱️ Two-minute check
Look at their notes. "Which source did this fact come from? Say it in your own words."
Solid looks like: Source identified, and the fact restated rather than recited.
30 minutes over several daysDone this week
Do this at home
Question First, Then Research
⏱️ 30 minutes over several daysThree sourcesNote cards or a document
1Write the research question first. Without it, research becomes aimless collecting.
2Break it into three sub-questions — those become the sections.
3Research one sub-question at a time, noting facts in their own words with the source next to each.
4Sort the notes into sections before writing a single sentence of prose.
5Write from the notes with the sources closed, then add a short source list.
If it's too hard
One question, two sources, one page.
If it's too easy
Include a source that contradicts the others and address it directly in the report.
Say this
"What's the question you're actually answering? Everything that doesn't help answer it comes out."
Writing practice
✏️ Writing
Grammar that changes meaning
Can do: Uses commas, apostrophes and consistent tense correctly, and knows when a comma changes the sentence.
Why it matters
By Grade 5 mechanics carry marks, and more importantly ambiguity starts to cost meaning rather than just neatness.
What it looks like when it's wobbly
Tense flips mid-paragraph, apostrophes appear on plurals, and comma splices join everything.
⏱️ Two-minute check
"Punctuate: lets eat grandma. Now: the dogs bowl."
Solid looks like: Both fixed, and they can say what changed.
15 minutesDone this week
Do this at home
Punctuation Changes Everything
⏱️ 15 minutesPaperPencil
1Write sentences whose meaning flips with punctuation and let them find both readings.
2Teach one rule per session — apostrophes for possession this week, tense consistency next.
3Take their own writing and hunt only for that one rule.
4Read a paragraph aloud, pausing exactly where the punctuation says to. Errors become audible.
5Keep a personal error list; most children repeat the same three mistakes forever.
If it's too hard
One rule, five practice sentences.
If it's too easy
Semicolons and dashes, and joining clauses without a splice.
Say this
"Read it exactly as punctuated — pause only at the commas. Did it say what you meant?"
Writing practice
🔢 Math
Adding and subtracting fractions with unlike denominators
Can do: Finds a common denominator and adds or subtracts, including with mixed numbers.
Why it matters
This is the gateway skill of Grade 5 maths. It fails when equivalent fractions aren't solid — the fix is almost always further back.
What it looks like when it's wobbly
Adds numerators and denominators, or finds a common denominator and forgets to convert the numerators too.
⏱️ Two-minute check
"1/3 + 1/4? And 2 1/2 − 3/4?"
Solid looks like: 7/12 and 1 3/4, with the conversions visible.
20 minutesDone this week
Do this at home
Find the Common Ground
⏱️ 20 minutesFraction strips or a drawn gridPaper
1Draw both fractions on identical rectangles split differently. You can't add them as drawn — that's the point.
2Redraw both with the same number of pieces and add them.
3Connect it to the numbers: multiply both parts of each fraction, not just the bottom.
4Do a set of five, checking each answer is sensible — 1/3 + 1/4 must be less than 1.
5Use a real one: two recipes to combine, or two pieces of timber to add.
If it's too hard
Denominators where one is a multiple of the other — halves and quarters.
If it's too easy
Mixed numbers with regrouping: 3 1/4 − 1 2/3.
Say this
"You changed the bottom — did you change the top by the same amount? It has to be the same fraction."
Math practice
🔢 Math
Multiplying and dividing with fractions
Can do: Multiplies fractions, and divides a whole number by a unit fraction, understanding why the answer grows.
Why it matters
It overturns the deepest assumption in a child's maths: that multiplying makes bigger. Meeting that head-on prevents years of confusion.
What it looks like when it's wobbly
"Multiplying made it smaller — I must have done it wrong." And division by a fraction is pure guesswork.
⏱️ Two-minute check
"1/2 × 1/3? And how many quarters are in 3?"
Solid looks like: 1/6, and 12 — ideally explained rather than computed by a rule.
20 minutesDone this week
Do this at home
Half of a Third
⏱️ 20 minutesPaperPencilSomething divisible — a chocolate bar is ideal
1Fold a paper into thirds one way and halves the other. The overlap is one sixth, visibly.
2Say the language: "of" means multiply. Half of a third.
3For division, ask the question in words: how many quarter-pieces fit inside 3 whole ones?
4Draw it: three circles cut into quarters. Count them. Twelve.
5Now show that 3 ÷ 1/4 and 3 × 4 give the same answer, and ask why that makes sense.
If it's too hard
Unit fractions only, always with a drawing.
If it's too easy
Divide a fraction by a fraction, and explain in words rather than by the flip-and-multiply rule.
Say this
"How many quarters fit in three whole ones? Draw it — don't reach for a rule yet."
Math practice
🔢 Math
Decimal operations and powers of ten
Can do: Adds, subtracts, multiplies and divides decimals, and knows what multiplying by 10 or 0.1 does.
Why it matters
Decimals are where place value is stress-tested. Errors here appear in money, measurement and science for years.
What it looks like when it's wobbly
Lines decimals up by the last digit instead of the point, and thinks multiplying by 10 "adds a zero" — which fails immediately for 2.5.
⏱️ Two-minute check
"3.4 + 12.75? 2.5 × 10? 4.2 ÷ 100?"
Solid looks like: 16.15, 25, 0.042 — and they can say why 2.5 × 10 isn't 2.50.
20 minutesDone this week
Do this at home
Slide the Digits
⏱️ 20 minutesA place value chart drawn on paperCounters or written digits
1Write a number on a place value chart and physically slide the digits one column left for ×10.
2Say it correctly: the digits move, the point doesn't. This kills the add-a-zero rule permanently.
3For addition, always write the numbers with the points lined up and fill gaps with zeros.
4Estimate before multiplying: 4.2 × 3 must be around 12.
5Use money and measurement so the answers can be sanity checked.
If it's too hard
Addition and subtraction only, with the points lined up on squared paper.
If it's too easy
Divide a decimal by a decimal, and multiply two decimals with an estimate first.
Say this
"The point doesn't move — the digits do. Slide them one column and read it again."
Math practice
🔢 Math
Dividing by two-digit numbers
Can do: Divides four-digit numbers by two-digit divisors using a written method they can explain.
Why it matters
It's the hardest routine procedure in elementary maths, and it demands estimation, multiplication and subtraction working together.
What it looks like when it's wobbly
Guesses the quotient digit wildly, loses track of place value, or misaligns the columns.
⏱️ Two-minute check
"Work out 3,472 ÷ 16."
Solid looks like: 217, with the working legible and place value maintained.
20 minutesDone this week
Do this at home
Build the Multiples First
⏱️ 20 minutesPaperPencil
1Before dividing, write out the divisor's easy multiples: 16, 32, 48, 80, 160.
2That list removes the guessing, which is where most children fail.
3Estimate the answer first: 3,472 ÷ 16 is roughly 3,500 ÷ 16, about 200.
4Work through the method, saying place value aloud: "How many 16s in 34 hundreds?"
5Multiply back to check — that check is not optional at this level.
If it's too hard
Divisors of 20, 25 and 50, which have friendly multiples.
If it's too easy
Divisions with a remainder that has to be expressed as a fraction or a decimal.
Say this
"Write the multiples of 16 down the side first. Now you're choosing, not guessing."
Math practice
🔢 Math
Volume of solid figures
Can do: Finds the volume of a rectangular prism by counting cubes and by multiplying length × width × height.
Why it matters
It's the first three-dimensional measurement and it makes cubic units — and cubed notation — concrete.
What it looks like when it's wobbly
Uses area formulas on 3-D shapes, or gives the answer in square units.
⏱️ Two-minute check
"A box is 4 by 3 by 2. What's its volume? What are the units?"
Solid looks like: 24 cubic units, with cubic said explicitly.
20 minutesDone this week
Do this at home
Fill the Box
⏱️ 20 minutesSugar cubes, dice or LegoA small box
1Fill the base of a box with cubes and count them — that's the area of the base.
2Count how many layers fit. Volume is base × layers.
3Write the formula only after they've seen it: length × width × height.
4Measure a real box and calculate before filling it, then check.
5Compare two boxes with the same volume but different shapes.
If it's too hard
Count the cubes physically without a formula.
If it's too easy
Find a missing dimension given the volume, or the volume of two prisms joined together.
Say this
"How many fit on the bottom layer? How many layers? That's the whole formula."
Math practice
🔢 Math
The coordinate plane
Can do: Plots and reads ordered pairs in the first quadrant and graphs a simple relationship.
Why it matters
It's the entry point to all of algebra and to every graph they'll read in science. The x-then-y convention has to be automatic.
What it looks like when it's wobbly
Plots (3,5) at (5,3) — a coin-flip error rather than a misunderstanding.
⏱️ Two-minute check
"Plot (2,5) and (5,2). Are they the same point?"
Solid looks like: Two different points, correctly placed.
20 minutesDone this week
Do this at home
Battleship and Patterns
⏱️ 20 minutesSquared paperPencil
1Teach the memory hook: along the corridor, then up the stairs.
2Play a grid game where every guess is an ordered pair — the practice is disguised.
3Then plot a pattern: y is always double x. Plot five points and join them.
4Ask what the straight line means, and predict a point without plotting it.
5Plot a real relationship: minutes versus money earned, or distance versus time.
If it's too hard
Read coordinates off a grid before plotting your own.
If it's too easy
Plot two relationships on one grid and interpret where they cross.
Say this
"Corridor first, then stairs. Along, then up — every single time."
Math practice
🔢 Math
Order of operations and writing expressions
Can do: Evaluates expressions with brackets and multiple operations, and writes an expression from a word description.
Why it matters
It's the grammar of algebra. Getting it wrong makes every later equation unreliable in a way that's hard to diagnose.
What it looks like when it's wobbly
Works strictly left to right, so 2 + 3 × 4 becomes 20.
⏱️ Two-minute check
"2 + 3 × 4? And (2 + 3) × 4? Now write an expression for 'add 5 to a number then double it'."
Solid looks like: 14, 20, and 2 × (n + 5) with the brackets in the right place.
15 minutesDone this week
Do this at home
Brackets Change the Answer
⏱️ 15 minutesPaperPencilA calculator
1Write one expression and evaluate it two ways — with and without brackets.
2Check both on a calculator so the machine settles the argument, not you.
3Give a target number and a set of digits, and let them insert operations and brackets to hit it.
4Translate word descriptions into expressions, watching for where brackets are needed.
5Do the reverse: read an expression aloud in words.
If it's too hard
Two operations only, always with brackets shown.
If it's too easy
Expressions with exponents, and word problems where the bracket placement decides the answer.
Say this
"Multiplication doesn't wait its turn. What has to happen before anything else?"
Math practice
🔬 Science
Matter, mixtures and chemical change
Can do: Distinguishes physical from chemical change, and knows matter is conserved even when it looks like it's gone.
Why it matters
Conservation of matter is one of the most counter-intuitive ideas in science and one of the most testable at home.
What it looks like when it's wobbly
Thinks dissolved sugar has disappeared, and that gas has no mass at all.
⏱️ Two-minute check
"If you dissolve sugar in water, does the water get heavier? How do you know?"
Solid looks like: Yes, because the sugar is still there — and they can propose weighing it.
25 minutesDone this week
Do this at home
Weigh It Before and After
⏱️ 25 minutesKitchen scalesSugar or saltWaterVinegar and baking sodaA sealable bag
1Weigh a glass of water, weigh the sugar, dissolve, and weigh again. Predict first.
2Discuss why the total is unchanged even though the sugar is invisible.
3Put vinegar and baking soda in a sealed bag and weigh before and after. It stays the same.
4Open the bag and weigh again. Now it's lighter — because the gas left.
5Sort five changes into physical and chemical, with reasons.
If it's too hard
Just the dissolving experiment with a prediction.
If it's too easy
Explain why a burning candle appears to lose mass, and what would have to be measured to check.
Say this
"Where did it go? It can't just stop existing. What would we have to weigh to prove it?"
Science activities
🔬 Science
Ecosystems, food webs and energy flow
Can do: Traces energy from the sun through a food web and predicts the effect of removing one species.
Why it matters
It's systems thinking — the understanding that changing one thing changes several others, which transfers far beyond biology.
What it looks like when it's wobbly
Thinks of food chains as straight lines with no consequences, and can't reason about knock-on effects.
⏱️ Two-minute check
"If all the foxes disappeared, what happens to the rabbits, and then to the grass?"
Solid looks like: A two-step chain of consequences, not just the first one.
25 minutesDone this week
Do this at home
Web of String
⏱️ 25 minutesString or woolCards with local species names
1Write local plants and animals on cards and lay them out.
2Connect each with string wherever one eats the other. It becomes a web, not a chain.
3Cut one string — remove a species — and trace which connections fail.
4Ask what happens to the numbers of everything else, two steps out.
5Find a real example: wolves in Yellowstone, or a local invasive species.
If it's too hard
A five-species chain rather than a full web.
If it's too easy
Add decomposers and nutrient cycling, and explain why the web needs them.
Say this
"That's what happens next. And then what? Keep going two more steps."
Science practice
🔬 Science
Earth's systems and the water cycle
Can do: Explains how the water cycle moves water between spheres, and where fresh water actually is.
Why it matters
It links physical processes to a real resource problem, and the numbers involved are genuinely surprising.
What it looks like when it's wobbly
Recites evaporation-condensation-precipitation as a memorised loop without understanding what drives it.
⏱️ Two-minute check
"What makes water evaporate? What percentage of Earth's water do you think we can drink?"
Solid looks like: Heat from the sun, and some awareness that drinkable water is a tiny fraction.
15 minutes to set up, days to watchDone this week
Do this at home
Water Cycle in a Bag
⏱️ 15 minutes to set up, days to watchA sealable bagWaterBlue food colouringTapeA sunny window
1Put coloured water in the bag, seal it, tape it to a sunny window.
2Watch over hours and days as it evaporates, condenses and runs back down.
3Ask where the energy driving it comes from.
4Do the 100 ml demonstration: of all Earth's water, about 3 ml is accessible fresh water.
5Audit household water use for one day and estimate the daily total.
If it's too hard
The bag and the observation only.
If it's too easy
Explain how the same cycle causes both droughts and floods, and what humans change about it.
Say this
"What's actually pushing the water up into the air? Nothing moves for free."
Science practice
🌍 Social Studies
Causes and consequences in history
Can do: Explains an event with multiple causes and distinguishes short-term triggers from long-term causes.
Why it matters
Single-cause history is the version that gets remembered and misused. Multi-causal thinking is the actual historical skill.
What it looks like when it's wobbly
Gives one cause and treats it as the whole explanation.
⏱️ Two-minute check
Take any event they've studied. "Give me three causes. Which mattered most, and why?"
Solid looks like: Three genuine causes and a ranked judgement.
20 minutesDone this week
Do this at home
Cause Ladder
⏱️ 20 minutesSticky notesPaper
1Write the event in the middle of the page.
2Brainstorm causes on sticky notes — one per note, aim for at least five.
3Sort them into long-term background and short-term triggers.
4Rank them and argue for the top one. Disagreeing with them is useful here.
5Do the same on the other side for consequences, immediate and long-term.
If it's too hard
Three causes, no ranking.
If it's too easy
Argue the counterfactual: if the top cause hadn't happened, would the event still have?
Say this
"That's one cause. What else was already true, long before it happened?"
Social studies
🌍 Social Studies
Whose story is being told?
Can do: Identifies whose perspective a historical account represents and whose is missing.
Why it matters
It's the difference between learning history and understanding it, and it directly builds the media literacy they need now.
What it looks like when it's wobbly
Treats a textbook account as the neutral truth, with no sense that someone chose what to include.
⏱️ Two-minute check
About any account: "Who wrote this? Who's not in it?"
Solid looks like: Names a missing group or viewpoint, unprompted.
25 minutesDone this week
Do this at home
Same Event, Different Chair
⏱️ 25 minutesAny historical event they've studiedPaper
1List everyone involved in the event, including people usually left out.
2Write a short account of the same event from two very different positions.
3Compare: what's emphasised, what's omitted, what words are chosen?
4Discuss what evidence would even survive from each group.
5Apply it to a news story this week.
If it's too hard
Two perspectives on a family or school event.
If it's too easy
Find two real published accounts and analyse the language each uses.
Say this
"Who's telling this? And whose account would we never have got, even if they wrote one?"
Social studies practice
🧭 Study & Life Skills
Studying that actually works
Can do: Uses self-testing and spaced practice instead of rereading.
Why it matters
Rereading feels effective and isn't. Retrieval practice is the best-supported finding in learning science, and almost no child does it by default.
What it looks like when it's wobbly
"Revising" means reading the notes again and feeling familiar with them, which is not the same as knowing them.
⏱️ Two-minute check
"How do you revise for a test?"
Solid looks like: Any answer involving testing themselves, covering the page, or writing from memory.
15 minutesDone this week
Do this at home
Cover, Write, Check
⏱️ 15 minutesTheir notesBlank paper
1Read the material once, then close it — closing it is the whole method.
2Write everything they remember on blank paper.
3Open and check. The gaps are exactly what to study; the rest is done.
4Repeat tomorrow, then in three days. Spacing beats cramming decisively.
5Make quiz cards with questions on one side, not summaries on both.
If it's too hard
One page, three key facts.
If it's too easy
They write the test questions themselves, then sit their own test.
Say this
"Close the book. What can you actually remember? The gaps are the study list."
Real-world challenges
🧭 Study & Life Skills
Judging what's true online
Can do: Checks who published something, when, and whether another source agrees, before believing it.
Why it matters
By eleven most children research online unsupervised. Source-checking is a habit, and habits are built by doing it out loud together.
What it looks like when it's wobbly
Believes the first result, judges credibility by how professional a site looks, and can't tell an advert from an article.
⏱️ Two-minute check
Show any website. "Who made this? How do you know if it's true? Are they selling something?"
Solid looks like: Checks the source and looks for a second one.
15 minutesDone this week
Do this at home
Three Tab Check
⏱️ 15 minutesA deviceA claim to check
1Take a real claim — from a video, a friend, or a search result.
2Open three tabs and look for the claim in three independent places.
3For each, ask: who runs this site, when was it written, what do they want?
4Teach the sideways move: leave the page and search for the source itself.
5Decide together: true, false, or not enough evidence. The third option is the important one.
If it's too hard
One claim, two sources.
If it's too easy
Find something they believe that turns out to be wrong, and trace where it came from.
Say this
"Who made this page, and what do they want from you? Let's check somewhere else too."
Real-world challenges

When to ask for help instead of practising harder

Home practice fixes most gaps. These are the ones where a conversation with the teacher — or an assessment — is worth more than another month of trying. Raising them early is not an overreaction; waiting a year rarely helps.

Still cannot add fractions with unlike denominators by June, after direct teaching.
Long division by two digits is inaccessible even with a multiples list.
Reads fluently but cannot say what an argumentative text was arguing.
Writing has no structure beyond a list of facts, with no thesis or evidence.
Persistent disorganisation — lost work, missed deadlines — beyond what one year's practice shifts. Raise it early; it responds well to explicit support.

By the end of 5th Grade

Tick these off through the year. Anything still open in the spring is exactly what the summer is for.

Adds and subtracts fractions with unlike denominators, including mixed numbers.
Multiplies fractions and divides whole numbers by unit fractions.
Operates confidently with decimals and knows what ×10 and ÷100 really do.
Divides four digits by a two-digit divisor.
Finds volume and plots on the coordinate plane.
Applies order of operations and writes expressions from words.
Identifies an author's claim and judges the evidence.
Writes an essay with a genuine thesis and supporting paragraphs.
Revises by self-testing rather than rereading.

Want the written practice as well?

Everything on this page is free and needs nothing printed. If you also want worksheets to work through, the 5th Grade packs cover the same topics on paper.

5th Grade Packs

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Frequently Asked Questions

What topics does a 5th Grade child cover?

21 across 6 strands: Reading (4), Writing (3), Math (7), Science (3), Social Studies (2), Study & Life Skills (2). Every topic on this page names the skill, why it matters, what struggling with it looks like, a two-minute check, and one activity you can run at home tonight.

How much home practice does a 5th Grade child actually need?

About 30 minutes a day at ages 10–11 — and it works better split into two short goes than done as one long session. Half an hour, and let them lead more of it. This is the year to hand over the checking: ask "how do you know that's right?" instead of marking it yourself.

How do I know which 5th Grade topic to work on?

Run the two-minute check on each topic rather than guessing. It tells you what a solid answer looks like, so you can tell in a couple of minutes whether a topic needs work or is already done. Start with whichever check fails, not with the first topic on the page.

Can I download or print the 5th Grade take-homes?

Yes — there is a free PDF on this page. Download the full 5th Grade pack (all 21 topics with their checks, activities and tick boxes), the one-page two-minute check sheet, or a single subject on its own. No signup, and the activities themselves still only need things a normal home already has.

When should I be worried rather than just practising?

There is a "when to ask for help" section on this page listing the specific signs that mean a conversation with the teacher is worth more than more home practice. Those are the ones to act on early — waiting a year rarely helps.

5th Grade Take-Home Practice

🗓️ A week that doesn't become a second school

Take it off the screen

Every 5th Grade topic, and what to do about it

Figurative language and author's craft

Why That Word?

Comparing two texts on the same topic

Two Sources, One Table

Spotting the argument and the evidence behind it

Advert Autopsy

Academic vocabulary — the words school assumes

Command Word Wall

An essay with a thesis

Thesis Test

A research report with real sources

Question First, Then Research

Grammar that changes meaning

Punctuation Changes Everything

Adding and subtracting fractions with unlike denominators

Find the Common Ground

Multiplying and dividing with fractions

Half of a Third

Decimal operations and powers of ten

Slide the Digits

Dividing by two-digit numbers

Build the Multiples First

Volume of solid figures

Fill the Box

The coordinate plane

Battleship and Patterns

Order of operations and writing expressions

Brackets Change the Answer

Matter, mixtures and chemical change

Weigh It Before and After

Ecosystems, food webs and energy flow

Web of String

Earth's systems and the water cycle

Water Cycle in a Bag

Causes and consequences in history

Cause Ladder

Whose story is being told?

Same Event, Different Chair

Studying that actually works

Cover, Write, Check

Judging what's true online

Three Tab Check

🚩 When to ask for help instead of practising harder

✅ By the end of 5th Grade