🧬

9th Grade Take-Home Practice

Algebra I, biology, close reading, real essays — and the first year that goes on the transcript.

Ages 14–15

What this year is really about

Grade 9 rewards systems over talent. The content is manageable; the volume, the deadlines and the self-management are what decide the year.

Forty minutes of focused work beats two distracted hours. Your job shifts almost entirely to asking good questions and protecting sleep.

📚 21 topics⏱️ 45 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

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

Monday
Algebra
Six problems, mixed topics, checked by substitution.
Tuesday
Close reading
Annotate one page properly and write two analytical sentences.
Wednesday
Biology
One diagram drawn from memory, then checked.
Thursday
Writing
One rubric-checked paragraph or 20 minutes of essay drafting.
Friday
Review & plan
Self-test the week's weakest topic, then plan next week.

Take it off the screen

The whole 9th 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.

3 topics this year

Close reading and annotation that works
Reading dense non-fiction without drowning
Reading volume and academic vocabulary

✏️ Writing

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

3 topics this year

The high-school literary essay
The research paper and citation format
Writing well under time pressure

🔢 Math

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

8 topics this year

Equation and inequality fluency
Functions, notation, domain and range
Modelling with linear functions
Systems of equations in real problems
Polynomials and factoring
Quadratic equations and their graphs
Exponential growth versus linear growth
Data, regression and interpreting a model

🔬 Science

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

3 topics this year

Cells, macromolecules and energy
DNA, protein synthesis and inheritance
Evolution, evidence and ecosystems

🌍 Social Studies

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

2 topics this year

Building a historical argument from documents
Globalisation, migration and interdependence

🧭 Study & Life Skills

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

2 topics this year

Understanding what actually counts now
Managing a real workload

Every 9th 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
Close reading and annotation that works
Can do: Annotates a text with questions and observations that can actually be used in an essay later.
Why it matters
High-school English is built on close reading. Annotation that's just highlighting produces nothing usable when the essay is due.
What it looks like when it's wobbly
Highlights half the page in yellow with no notes, so rereading is required from scratch anyway.
⏱️ Two-minute check
Look at their annotated text. "Could you write a paragraph from these notes without rereading?"
Solid looks like: Notes are questions and observations, not just highlighting.
25 minutesDone this week
Do this at home
Four Symbols
⏱️ 25 minutesA text they're studyingA pencil
1Agree four marks: ! for something striking, ? for confusion, ↔ for a connection, ★ for likely essay evidence.
2Annotate one page using only those, with a few words next to each.
3Afterwards, list every ★ and check they support a possible argument.
4Write two sentences of analysis using only the notes, with the book closed.
5Reread the page and see whether the notes actually captured what mattered.
If it's too hard
Two symbols only, half a page.
If it's too easy
Annotate for a specific essay question set before reading.
Say this
"Would these notes be any use to you in three weeks? If not, they're decoration."
Reading practice
📖 Reading
Reading dense non-fiction without drowning
Can do: Reads a difficult article or textbook section strategically and extracts the argument.
Why it matters
Textbook density jumps this year. Reading front to back at one speed is the slowest possible method and the default one.
What it looks like when it's wobbly
Reads every word at the same pace, finishes exhausted, and remembers the last paragraph only.
⏱️ Two-minute check
After a dense section: "What's the argument, and which paragraph was the important one?"
Solid looks like: Argument stated, and the key paragraph identified.
30 minutesDone this week
Do this at home
Three Pass Reading
⏱️ 30 minutesA dense article or textbook section
1Pass one: skim headings, first sentences and any summary. Two minutes only.
2Pass two: read properly, marking only what carries the argument.
3Pass three: reread just the marked parts and write the argument in three sentences.
4Compare the effort of this to reading it twice front to back.
5Note which paragraphs turned out to be skippable and why.
If it's too hard
Two passes on a shorter article.
If it's too easy
Do it under time pressure and then answer questions without the text.
Say this
"Skim it first. Knowing where it's going makes the real read twice as fast."
Reading practice
📖 Reading
Reading volume and academic vocabulary
Can do: Reads widely outside assigned texts and deliberately collects academic vocabulary.
Why it matters
Reading volume drops off a cliff at fourteen, exactly when vocabulary demands rise. It's the quietest cause of a stalled English grade.
What it looks like when it's wobbly
Only reads what's assigned, and vocabulary growth stops entirely.
⏱️ Two-minute check
"What have you read this month that nobody made you read?"
Solid looks like: Something real — a book, long articles, quality journalism.
20 minutesDone this week
Do this at home
Twenty Minutes, Their Choice
⏱️ 20 minutesAnything they'd genuinely choose
1Let the choice be entirely theirs, including formats you'd rather they didn't pick.
2Twenty minutes, phone in another room.
3Keep a vocabulary list of words met in the wild, with the sentence they appeared in.
4Once a week, use three of them in conversation deliberately.
5Read something demanding alongside them and talk about it as equals.
If it's too hard
Ten minutes, and audiobooks fully count.
If it's too easy
Read one book outside their comfort zone per term and write a short response.
Say this
"You pick. I genuinely don't mind what it is — I mind that you're reading something."
Reading practice
✏️ Writing
The high-school literary essay
Can do: Writes an essay with an arguable thesis, integrated quotations and analysis that answers the question.
Why it matters
It's the assessed form of Grade 9 English. Most lost marks come from answering a slightly different question than the one set.
What it looks like when it's wobbly
Writes everything they know about the book instead of answering the specific question asked.
⏱️ Two-minute check
Read their thesis alongside the question. "Does this answer that?"
Solid looks like: The thesis contains the question's terms and takes a position.
30 minutesDone this week
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Answer the Question in One Sentence
⏱️ 30 minutesThe essay questionThe textPaper
1Underline the command word and the key terms in the question.
2Write a one-sentence answer using those exact terms. That's the thesis.
3Plan three paragraphs, each a reason the thesis is true, with quotes chosen in advance.
4Draft, then check every paragraph's first sentence links back to the question.
5Mark it against the rubric yourself before submitting — most rubrics are published.
If it's too hard
Thesis plus one fully developed paragraph.
If it's too easy
Include a paragraph handling evidence that complicates the thesis.
Say this
"Read the question again. Now read your thesis. Are they about the same thing?"
Writing practice
✏️ Writing
The research paper and citation format
Can do: Produces a multi-page researched argument with a consistent citation style and a bibliography.
Why it matters
Format errors cost marks that have nothing to do with quality of thought, and they're entirely preventable.
What it looks like when it's wobbly
Sources assembled at the end from memory, citation format invented, bibliography incomplete.
⏱️ Two-minute check
"Where did this fact come from — which source, which page?"
Solid looks like: Answered instantly from their notes.
Across the whole projectDone this week
Do this at home
Cite As You Go
⏱️ Across the whole projectA document or citation toolSources
1Create the bibliography entry the moment a source is opened, before reading it.
2Every note carries the source and page immediately.
3Learn the required format for three source types: book, article, website.
4Draft with in-text citations already in place rather than adding them later.
5Final check: every in-text citation appears in the bibliography and vice versa.
If it's too hard
Three sources, one format.
If it's too easy
Use a citation manager and handle a source with no named author or date.
Say this
"Write the citation now, while the tab's open. Finding it again later takes ten times as long."
Writing practice
✏️ Writing
Writing well under time pressure
Can do: Plans in three minutes, writes for thirty, and leaves time to check.
Why it matters
Timed writing is a different skill from coursework, and it's the one exams measure. It responds well to rehearsal.
What it looks like when it's wobbly
Starts writing immediately, runs out of time mid-argument, and never checks anything.
⏱️ Two-minute check
Set a 35-minute timed essay and watch what happens in the first five minutes.
Solid looks like: Three to five minutes of planning before any prose.
40 minutesDone this week
Do this at home
Rehearse the Clock
⏱️ 40 minutesA past questionA timerPaper
1Split the time explicitly: 5 plan, 27 write, 3 check. Write the split at the top of the page.
2Plan as a bare skeleton — thesis, three points, evidence for each.
3Write to the plan, and deliberately stop when the writing time is up, even mid-sentence.
4Spend the last three minutes only on checking: question answered, sentences complete.
5Review afterwards: was the plan good, and was the timing right?
If it's too hard
20-minute single paragraph with a 2-minute plan.
If it's too easy
Two essays back to back, as an exam would demand.
Say this
"Five minutes planning saves fifteen minutes of writing yourself into a corner."
Writing practice
🔢 Math
Equation and inequality fluency
Can do: Solves any linear equation or inequality, including fractions and variables on both sides, reliably and quickly.
Why it matters
Algebra I assumes this is automatic. Every later topic — quadratics, systems, functions — is bottlenecked by it.
What it looks like when it's wobbly
Can solve them but slowly and with frequent sign or distribution errors, which then corrupt every multi-step problem.
⏱️ Two-minute check
"Solve (2x − 3)/4 = x/2 + 1 and −3(x + 2) ≥ 9."
Solid looks like: Both correct in a couple of minutes, with the inequality flipped.
20 minutesDone this week
Do this at home
Ten Mixed, Every Time
⏱️ 20 minutesPaperA set of mixed problems
1Do ten mixed problems rather than ten of the same type — mixing is what builds real fluency.
2Substitute every answer back into the original. Every time, no exceptions.
3Keep an error log: write down the type of each mistake, not just the correction.
4Once a week, redo the three problem types that appear most in the log.
5Time a set and track the time as well as the score.
If it's too hard
Five problems, one type at a time, with the checking step.
If it's too easy
Literal equations — rearrange a formula for a named variable.
Say this
"What kind of mistake was that? Write the type down, not the right answer."
Math practice
🔢 Math
Functions, notation, domain and range
Can do: Uses function notation confidently and states domain and range from a graph or a context.
Why it matters
Function language is the vocabulary of every remaining maths course. Domain restrictions are where context and algebra meet.
What it looks like when it's wobbly
Gives domain and range as memorised intervals without reference to what the variable represents.
⏱️ Two-minute check
"f(x) = √(x − 3). Domain? If f models the height of a ball, what's the sensible domain?"
Solid looks like: x ≥ 3 algebraically, and a context-restricted answer for the ball.
25 minutesDone this week
Do this at home
Domain in the Real World
⏱️ 25 minutesPaperReal scenarios
1Take a real situation — ticket cost by number of people, water in a draining tank.
2Write the function, then ask what inputs actually make sense.
3Graph it and shade the part of the graph that's meaningful.
4Do a purely algebraic domain question — square roots and denominators.
5Compare: the algebra allows more than the situation does.
If it's too hard
Read domain and range off a given graph.
If it's too easy
Piecewise functions and their domains, and interpreting a discontinuity in context.
Say this
"The algebra allows that value. Does the actual situation? Can you have −2 people?"
Math practice
🔢 Math
Modelling with linear functions
Can do: Builds a linear model from a real situation and interprets both parameters and the prediction.
Why it matters
It's the point where algebra becomes useful, and interpretation is exactly what exams reward and students skip.
What it looks like when it's wobbly
Produces the equation and stops, never interpreting the numbers or sanity-checking the prediction.
⏱️ Two-minute check
"A tank has 200 L, draining 5 L/min. Write the model. When is it empty? Is 60 minutes sensible?"
Solid looks like: y = 200 − 5x, 40 minutes, and 60 rejected as impossible.
30 minutesDone this week
Do this at home
Model Something Real
⏱️ 30 minutesSomething measurable over time: a candle, a phone battery, water draining
1Measure at regular intervals and record the data.
2Plot it and decide whether a linear model fits.
3Find the equation from two points and state what each parameter means.
4Predict a future value, then wait and check it.
5Discuss where the model stops being valid and why.
If it's too hard
Given data that's exactly linear, find and interpret the equation.
If it's too easy
Data that's nearly linear — fit a line, discuss residuals, and quantify the error.
Say this
"What does the −5 mean, in tank language? And when does this model stop making sense?"
Math practice
🔢 Math
Systems of equations in real problems
Can do: Sets up and solves systems from word problems, choosing an efficient method.
Why it matters
Setting up the system is the actual skill; solving it is mechanical. Word-to-equation translation is where marks are lost.
What it looks like when it's wobbly
Can solve a given system but cannot construct one from a described situation.
⏱️ Two-minute check
"Tickets: adults $12, children $8. 200 tickets sold, $2,000 taken. How many of each?"
Solid looks like: The system set up correctly, then solved: 100 each.
25 minutesDone this week
Do this at home
Define Your Variables First
⏱️ 25 minutesPaperWord problems from real situations
1Always start by writing what each variable stands for, in words, with units.
2Write one equation per constraint in the problem — usually a count and a total.
3Choose the method: substitution when a variable is already isolated, elimination otherwise.
4Check both equations with the answer, not just one.
5Sanity check against the story: can you sell −20 tickets?
If it's too hard
Two-equation problems with the variables defined for them.
If it's too easy
Mixture and rate problems, and systems of inequalities with a feasible region.
Say this
"Write down what x actually is, in words, with units. Half the errors die right there."
Math practice
🔢 Math
Polynomials and factoring
Can do: Multiplies and factors polynomials, including differences of squares and trinomials.
Why it matters
Factoring is the technique the rest of algebra rests on — solving quadratics, simplifying rationals, everything after.
What it looks like when it's wobbly
Factors by trial and error with no systematic approach, and misses a common factor first.
⏱️ Two-minute check
"Factor x² − 9, x² + 7x + 12, and 3x² − 12x."
Solid looks like: All three, with the common factor taken out first in the last one.
25 minutesDone this week
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Always Look for the Common Factor First
⏱️ 25 minutesPaperAlgebra tiles or drawn rectangles
1Fix the order: common factor, then pattern (difference of squares), then trinomial.
2Use an area rectangle to see why (x + 3)(x + 4) expands as it does.
3For trinomials, find two numbers multiplying to c and adding to b — systematically, listing factor pairs.
4Always check by expanding back.
5Do a mixed set so they have to choose the method, not just apply the one from the lesson.
If it's too hard
Difference of squares and simple trinomials with a = 1.
If it's too easy
Trinomials with a leading coefficient, and factoring by grouping.
Say this
"Common factor first, always. Check by multiplying back out — that's free marks."
Math practice
🔢 Math
Quadratic equations and their graphs
Can do: Solves quadratics by factoring, completing the square and the formula, and connects roots to the graph.
Why it matters
The link between the algebraic solution and the x-intercepts is the conceptual heart of it — without it, quadratics are three unrelated procedures.
What it looks like when it's wobbly
Applies the formula without noticing it factors easily, and doesn't see the roots on the graph.
⏱️ Two-minute check
"Solve x² − 5x + 6 = 0 and sketch it. Where do your solutions appear on the sketch?"
Solid looks like: x = 2 and 3, and both marked as x-intercepts.
30 minutesDone this week
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Roots Are Where It Crosses
⏱️ 30 minutesGraph paperA graphing tool or app
1Solve a quadratic algebraically and note the roots.
2Graph it and mark where it crosses the x-axis. Same numbers.
3Try one with no real roots and see the parabola miss the axis entirely.
4Find the vertex and interpret it in a real context — maximum height, minimum cost.
5Model a real projectile with a quadratic and answer a question with it.
If it's too hard
Factorable quadratics with integer roots.
If it's too easy
Complete the square to find the vertex, and interpret the discriminant.
Say this
"Your two answers — where are they on the picture? That's what solving actually means."
Math practice
🔢 Math
Exponential growth versus linear growth
Can do: Distinguishes constant difference from constant ratio, and models exponential situations.
Why it matters
Human intuition about exponential growth is terrible, and it matters for interest, populations, epidemics and compound anything.
What it looks like when it's wobbly
Treats fast growth as steep linear growth, and dramatically underestimates the long run.
⏱️ Two-minute check
"$100 at 10% a year, or $10 added per year — which is bigger after 30 years?"
Solid looks like: The exponential, by a lot, with the reason being multiplication rather than addition.
25 minutesDone this week
Do this at home
Fold and Double
⏱️ 25 minutesPaperA calculatorA spreadsheet if possible
1Ask how thick paper would be if folded 42 times. Take their guess before calculating.
2Build a doubling table and watch it become absurd. It reaches the moon.
3Compare a linear and exponential table side by side over 30 steps.
4Graph both on the same axes and note where the exponential overtakes.
5Apply it to real compound interest or a savings plan.
If it's too hard
Doubling tables only.
If it's too easy
Exponential decay, half-life, and solving for time.
Say this
"Guess first, then calculate. Being badly wrong about this is the point of the exercise."
Grade 9 money lessons
🔢 Math
Data, regression and interpreting a model
Can do: Fits a line to real data, interprets the parameters, and knows the limits of the fit.
Why it matters
It's the maths behind every claim from a study, and the limits are more important than the calculation.
What it looks like when it's wobbly
Reports a correlation coefficient with no sense of what it means or what the model can't do.
⏱️ Two-minute check
"What does r = 0.8 tell you? What does it not tell you?"
Solid looks like: Strong positive association, and explicitly not causation, nor validity outside the data range.
30 minutesDone this week
Do this at home
Fit It and Break It
⏱️ 30 minutesReal data setA spreadsheet or calculator
1Collect or find a real paired data set of at least twenty points.
2Plot it, fit a line, and record the equation and r.
3Interpret the slope in real units.
4Predict a value inside the data range and one far outside it, and discuss which is defensible.
5Remove one outlier and refit — see how much the model moves.
If it's too hard
Fit by eye and interpret the slope.
If it's too easy
Compare a linear and an exponential fit to the same data and argue for one.
Say this
"That prediction is thirty years past your data. On what basis do you believe it?"
Math practice
🔬 Science
Cells, macromolecules and energy
Can do: Explains how cells get and use energy, and links structure to function in organelles.
Why it matters
Photosynthesis and respiration are the two reactions all biology depends on, and they're usually memorised as unconnected equations.
What it looks like when it's wobbly
Recites both equations without noticing they're near-inverses, and treats them as belonging to different organisms.
⏱️ Two-minute check
"How do photosynthesis and respiration relate? Do plants respire?"
Solid looks like: Roughly inverse processes, and yes — plants respire constantly.
30 minutesDone this week
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Follow One Carbon Atom
⏱️ 30 minutesPaperColoured pens
1Draw the journey of a carbon atom from the air, into a leaf, into a sugar, into an animal, and back out.
2Label which process happens at each arrow.
3Write both equations and circle the shared molecules.
4Explain why plants need mitochondria too.
5Test it: pondweed and a light source, counting oxygen bubbles at different distances.
If it's too hard
Draw and label both equations and identify the shared molecules.
If it's too easy
Explain what limits the rate of photosynthesis and design a fair test for one factor.
Say this
"Write both equations and look at them side by side. What do you notice?"
Science activities
🔬 Science
DNA, protein synthesis and inheritance
Can do: Explains how DNA codes for proteins and predicts inheritance with a Punnett square.
Why it matters
It's the mechanism underneath everything else in biology, and the gene-to-trait chain is what most students never quite assemble.
What it looks like when it's wobbly
Knows DNA carries information but has no chain from gene to protein to trait.
⏱️ Two-minute check
"How does a change in DNA change an organism? Walk me from gene to trait."
Solid looks like: DNA → mRNA → protein → function → trait, in order.
30 minutesDone this week
Do this at home
Build the Chain
⏱️ 30 minutesPaperA codon tableStrawberries and washing-up liquid for extraction, optional
1Write a short DNA sequence and transcribe it to mRNA, then translate it with a codon table.
2Change one base and translate again. Sometimes nothing changes; sometimes everything does.
3Discuss why that explains both harmless variation and genetic disease.
4Do a Punnett square for a real trait and predict ratios.
5Extract DNA from strawberries — it's visible with kitchen equipment and it makes the molecule real.
If it's too hard
Punnett squares for one trait only.
If it's too easy
Dihybrid crosses, and sex-linked inheritance with a pedigree chart.
Say this
"Change one letter. Does the protein change? Sometimes it doesn't — why not?"
Science practice
🔬 Science
Evolution, evidence and ecosystems
Can do: Marshals multiple lines of evidence for evolution and explains energy flow through an ecosystem.
Why it matters
Evolution is the framework that makes biology coherent, and handling the evidence is a lesson in how science establishes anything.
What it looks like when it's wobbly
Can define natural selection but cannot list the independent evidence that supports it.
⏱️ Two-minute check
"Name four independent lines of evidence for common ancestry."
Solid looks like: Fossils, comparative anatomy, DNA similarity, embryology, biogeography — any four.
30 minutesDone this week
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Four Lines of Evidence
⏱️ 30 minutesResearch accessPaper
1Research one line of evidence properly and summarise it in a paragraph.
2Repeat for three more.
3Ask the key question: why does independent evidence matter more than a lot of one kind?
4Look at a real example — antibiotic resistance — and trace the selection happening now.
5Build a food web for a local ecosystem and trace energy loss between levels.
If it's too hard
Two lines of evidence, summarised.
If it's too easy
Read a real study abstract and evaluate its evidence.
Say this
"Why is four different kinds of evidence stronger than a hundred of the same kind?"
Science practice
🌍 Social Studies
Building a historical argument from documents
Can do: Reads a set of primary documents, weighs them, and writes a thesis-driven argument.
Why it matters
It's the assessed skill in high-school history and the transferable one: judging evidence written by people with interests.
What it looks like when it's wobbly
Summarises each document in turn instead of using them as evidence for a claim.
⏱️ Two-minute check
Give three documents. "What's your thesis, and which documents support it?"
Solid looks like: A thesis first, with documents deployed as evidence rather than described.
35 minutesDone this week
Do this at home
Sourcing Before Reading
⏱️ 35 minutesThree or four primary documents on one event
1Before reading each document, note who wrote it, when, for whom, and why.
2Read and note what each claims, and what its author would want you to believe.
3Group documents by the position they support.
4Write a thesis that accounts for the disagreement rather than ignoring it.
5Draft one paragraph citing two documents in support and one that complicates it.
If it's too hard
Two documents with clearly opposing views.
If it's too easy
Include a document whose reliability is genuinely contested and argue about how much weight it deserves.
Say this
"Who wrote this and what did they want? Read the author before you read the text."
Social studies
🌍 Social Studies
Globalisation, migration and interdependence
Can do: Explains how economic and political systems connect countries, and evaluates who benefits.
Why it matters
It's the framework for most news they'll encounter, and it directly connects geography, economics and politics.
What it looks like when it's wobbly
Discusses global issues with no mechanism — just a sense that things are connected somehow.
⏱️ Two-minute check
"A factory closes in one country and opens in another. Trace the effects in both places."
Solid looks like: Effects on both sides, including the ones that aren't obvious.
35 minutesDone this week
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Trace One Product, One Person
⏱️ 35 minutesResearch accessA world map
1Pick one product and map its full supply chain: raw material, manufacture, transport, sale, disposal.
2At each stage, note who profits and who bears the cost.
3Now trace one person's migration story — historic or contemporary — and what pushed and pulled them.
4Connect the two: how do trade patterns and migration patterns relate?
5Write a short argument on whether the arrangement is fair, with evidence.
If it's too hard
One product, three stages.
If it's too easy
Compare two countries' positions in the same chain and argue about policy.
Say this
"Who gains and who loses at each step? Follow the money the whole way round."
Social studies practice
🧭 Study & Life Skills
Understanding what actually counts now
Can do: Knows how grades are calculated, tracks their own, and acts before the end of a term rather than after.
Why it matters
Grade 9 marks follow them. Students who understand the arithmetic act early; students who don't are surprised in June.
What it looks like when it's wobbly
No idea of current grades until the report arrives, and by then the recoverable moment has passed.
⏱️ Two-minute check
"What's your current grade in each subject, and what would move it?"
Solid looks like: Approximate grades known, and one specific lever named per weak subject.
25 minutesDone this week
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Run Your Own Numbers
⏱️ 25 minutesThe school's grading policyTheir marks so farA spreadsheet
1Find how each subject weights tests, coursework and participation.
2Calculate the current grade themselves for two subjects.
3Work out what a specific upcoming assessment would need to be to move it.
4Identify the one subject where effort has the biggest effect, and why.
5Repeat the calculation monthly, not termly.
If it's too hard
One subject, current grade only.
If it's too easy
Model three scenarios for the year and decide where effort is best spent.
Say this
"Don't guess — calculate it. What would this next test have to be to move the grade?"
Real-world challenges
🧭 Study & Life Skills
Managing a real workload
Can do: Runs one calendar covering school, activities and commitments, and protects sleep within it.
Why it matters
The first year where school plus extracurriculars can genuinely exceed the hours available. The trade-offs have to be made deliberately.
What it looks like when it's wobbly
Says yes to everything, then loses sleep as the shock absorber for every scheduling failure.
⏱️ Two-minute check
"Show me next week. Where is the time for the essay due Friday?"
Solid looks like: Specific blocks visible in a calendar, and sleep not the flexible item.
30 minutesDone this week
Do this at home
Block the Whole Week
⏱️ 30 minutesA weekly calendarAll commitments
1Block fixed commitments first: school, travel, training, sleep.
2Count what's actually left. It's usually less than they think.
3Place study blocks in the remaining time, with the biggest task in the best block.
4If it doesn't fit, something has to go — decide what, deliberately.
5Review on Friday: what actually happened versus the plan?
If it's too hard
Plan three days at a time.
If it's too easy
Plan a whole term including exam periods and deadline clusters.
Say this
"It doesn't fit. Something has to come out — and it isn't going to be sleep."
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.

Algebra I is failing at the halfway point — get help immediately; it is a prerequisite for everything ahead.
Essays are consistently off-question despite feedback.
Missing assignments accumulating for organisational reasons.
Sleep regularly under seven hours, treated as normal.
Marked withdrawal, anxiety, or a sudden drop in effort — the first year of high school is a common point for this, and early support works.

By the end of 9th Grade

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

Solves any linear equation or inequality quickly and checks by substitution.
Uses function notation and states domain and range from context.
Builds and interprets linear models from real data.
Factors polynomials and solves quadratics three ways, connecting roots to the graph.
Distinguishes exponential from linear growth and models both.
Explains the gene-to-protein-to-trait chain and predicts inheritance.
Marshals independent evidence for a scientific claim.
Writes a thesis-driven essay that answers the question set.
Tracks their own grades and runs one calendar for everything.

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 9th Grade packs cover the same topics on paper.

9th Grade Packs

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10th Grade

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Frequently Asked Questions

What topics does a 9th Grade child cover?

21 across 6 strands: Reading (3), Writing (3), Math (8), 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 9th Grade child actually need?

About 45 minutes a day at ages 14–15 — and it works better split into two short goes than done as one long session. Forty minutes of focused work beats two distracted hours. Your job shifts almost entirely to asking good questions and protecting sleep.

How do I know which 9th 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 9th Grade take-homes?

Yes — there is a free PDF on this page. Download the full 9th 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.

9th Grade Take-Home Practice

🗓️ A week that doesn't become a second school

Take it off the screen

Every 9th Grade topic, and what to do about it

Close reading and annotation that works

Four Symbols

Reading dense non-fiction without drowning

Three Pass Reading

Reading volume and academic vocabulary

Twenty Minutes, Their Choice

The high-school literary essay

Answer the Question in One Sentence

The research paper and citation format

Cite As You Go

Writing well under time pressure

Rehearse the Clock

Equation and inequality fluency

Ten Mixed, Every Time

Functions, notation, domain and range

Domain in the Real World

Modelling with linear functions

Model Something Real

Systems of equations in real problems

Define Your Variables First

Polynomials and factoring

Always Look for the Common Factor First

Quadratic equations and their graphs

Roots Are Where It Crosses

Exponential growth versus linear growth

Fold and Double

Data, regression and interpreting a model

Fit It and Break It

Cells, macromolecules and energy

Follow One Carbon Atom

DNA, protein synthesis and inheritance

Build the Chain

Evolution, evidence and ecosystems

Four Lines of Evidence

Building a historical argument from documents

Sourcing Before Reading

Globalisation, migration and interdependence

Trace One Product, One Person

Understanding what actually counts now

Run Your Own Numbers

Managing a real workload

Block the Whole Week

🚩 When to ask for help instead of practising harder

✅ By the end of 9th Grade

Want the written practice as well?

Frequently Asked Questions

What topics does a 9th Grade child cover?

How much home practice does a 9th Grade child actually need?

How do I know which 9th Grade topic to work on?

Can I download or print the 9th Grade take-homes?

When should I be worried rather than just practising?

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A week that doesn't become a second school

When to ask for help instead of practising harder

By the end of 9th Grade