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Mr. Alexander’s Class · Reference & support

Student Toolkit

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52 topics · 4 collections · Built for classwork, discussions, and independent learning

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Math

Proportional relationships

Connect a constant ratio to a table, graph, and equation.

001428312416y = 4x$4 per ticketTicketsCost ($)
Tickets and cost form a straight line through the origin.

The relationship

  • y = kx, where k is the constant of proportionality (the unit rate).
  • Find k using k = y ÷ x for any pair with x ≠ 0.

One example, three representations

  • Words: Each ticket costs $4.
  • Table: (1, 4), (2, 8), (3, 12), (4, 16).
  • Equation: y = 4x. The point (1, 4) means one ticket costs $4.

Check the graph

  • A proportional relationship makes a straight line through (0, 0).
  • Both conditions matter: being a straight line alone is not enough.

Remember: A constant difference alone does not prove proportionality. Compare y ÷ x.

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Math

Add and subtract rational numbers

Use direction and distance to make sense of signs.

-5-4-3-2-10123456−3 + 5 = 2
Start at −3 and move five units right to 2.

Adding

  • Same signs: add absolute values and keep the common sign. Example: −4 + (−2) = −6.
  • Different signs: subtract absolute values and use the sign of the number farther from zero. Example: −7 + 3 = −4.
  • Opposites add to zero: −5 + 5 = 0.

Subtracting

  • Add the opposite: a − b = a + (−b).
  • Example: 4 − (−3) = 4 + 3 = 7.

Number lines, decimals, and fractions

  • For −3 + 5, start at −3 and move 5 units right to 2.
  • −0.5 + 1.25 = 0.75.
  • −1/2 − 1/4 = −3/4.

Remember: Fractions and decimals follow the same sign rules as integers.

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Math

Multiply and divide rational numbers

Decide the sign, then calculate the size.

Sign rules

  • Same signs give a positive product or quotient: (−6)(−4) = 24.
  • Different signs give a negative product or quotient: −24 ÷ 6 = −4.

Dividing fractions

  • Multiply by the reciprocal of the divisor.
  • −3/4 ÷ 1/2 = −3/4 × 2/1 = −3/2.

Zero facts

  • 0 × a = 0.
  • 0 ÷ a = 0 when a ≠ 0.
  • Division by zero is undefined.

Remember: Two negative factors give a positive product; adding two negative numbers gives a negative sum.

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Math

Percents in the real world

Find the whole, convert the rate, and calculate the part.

$20$20$20$20One of four equal parts = 25% of $80
A $80 whole split into four equal $20 parts.

Start here

  • Percent means per hundred: 25% = 25/100 = 0.25.
  • part = decimal rate × whole.
  • 25% of $80 is 0.25 × 80 = $20.

Discounts, tax, and tips

  • Discount: 25% off $80 means $80 − $20 = $60.
  • Tax: 8% of $50 is $4, so the total is $50 + $4 = $54.
  • A tip is also added to the original amount when finding the final total.

Percent change

  • percent change = |new − original| ÷ original × 100% (for a positive original amount).
  • From $40 to $50: 10 ÷ 40 × 100% = 25% increase.

Remember: Use the original amount as the whole when finding percent change.

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Math

Equivalent expressions

Rewrite an expression while keeping its value the same.

Distribute to every term

  • 3(x + 2) = 3x + 6. Three groups of x + 2 give three x-tiles and six ones.
  • Watch a negative factor: −2(x − 3) = −2x + 6.

Combine like terms

  • Like terms have the same variable part: 4x and 2x combine; 4x and 3 do not.
  • 4x + 3 + 2x − 5 = (4x + 2x) + (3 − 5) = 6x − 2.

Remember: An expression has no equals sign. Simplify expressions; solve equations.

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Math

Solve equations

Keep both sides equal and undo operations in reverse order.

Solve 3x + 5 = 20

  • Subtract 5 from both sides: 3x + 5 − 5 = 20 − 5, so 3x = 15.
  • Divide both sides by 3: 3x ÷ 3 = 15 ÷ 3, so x = 5.

Check the solution

  • Substitute into the original equation: 3(5) + 5 = 15 + 5 = 20.
  • Inverse pairs: addition and subtraction; multiplication and division.

Remember: Whatever operation you perform on one side, perform it on the other side too.

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Math

Solve inequalities

Represent a whole set of possible solutions.

Solve −2x + 4 > 10

  • Subtract 4 from both sides: −2x > 6.
  • Divide both sides by −2 and reverse the sign: x < −3.

Graph and test

  • Use an open circle for < or > and a filled circle for ≤ or ≥.
  • For x < −3, put an open circle at −3 and shade left.
  • Test x = −4: −2(−4) + 4 = 12, and 12 > 10.

Remember: Reverse the inequality sign when multiplying or dividing both sides by a negative number.

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Math

Scale drawings

Match corresponding lengths and keep units consistent.

Read the scale

  • Drawing : Actual = 1 cm : 3 m. Each centimeter represents 3 meters.
  • A drawing 4 cm long and 2.5 cm wide represents a real rectangle 12 m long and 7.5 m wide.

Convert and find area

  • Length: 4 cm × 3 m/cm = 12 m. Width: 2.5 cm × 3 m/cm = 7.5 m.
  • Drawing area: 4 × 2.5 = 10 cm². Actual area: 12 × 7.5 = 90 m².
  • When lengths use the same units, a length scale factor of k gives an area factor of k².

Remember: Area uses square units. Do not apply a length scale factor just once to an area.

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Math

Circles

Connect radius, diameter, circumference, and area.

rd = 2rC = 2πrA = πr²
Radius reaches from center to edge; diameter crosses the center.

Know the measurements

  • Radius r: distance from the center to the edge.
  • Diameter d: distance across the center; d = 2r.
  • π ≈ 3.14.

Circumference: distance around

  • C = 2πr = πd.
  • If r = 5 cm, C = 10π cm ≈ 31.4 cm.

Area: space inside

  • A = πr².
  • If r = 5 cm, A = 25π cm² ≈ 78.5 cm².
  • If d = 12 cm, first find r = 6 cm; then A = 36π cm².

Remember: Circumference uses length units. Area uses square units.

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Math

Area, surface area, and volume

Cover a flat region, wrap a solid, or fill a solid.

Area formulas

  • Rectangle: A = lw. Triangle: A = ½bh. Parallelogram: A = bh.
  • The height is perpendicular to the base.

Rectangular prism: 5 cm × 3 cm × 2 cm

  • Surface area covers the six faces: SA = 2(lw + lh + wh).
  • SA = 2(15 + 10 + 6) = 62 cm².
  • Volume fills the inside: V = Bh = lwh, where B is the area of the base.
  • V = 5 × 3 × 2 = 30 cm³.

Remember: Area and surface area use square units. Volume uses cubic units.

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Math

Probability

Describe chance with a number from 0 to 1.

The probability scale

  • 0 means impossible; 1 means certain. At 1/2, the event and its complement are equally likely.

Theoretical and experimental

  • For equally likely outcomes: P(event) = favorable outcomes ÷ total outcomes.
  • Fair die: P(even) = 3/6 = 1/2 = 50%.
  • Experimental probability uses results: 18 heads in 40 flips gives 18/40 = 0.45 = 45%.

Compound events

  • Two fair, independent coin flips have four equally likely outcomes: HH, HT, TH, TT.
  • P(exactly one head) = 2/4 = 1/2.

Remember: A 50% chance does not guarantee exactly half in every small trial.

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Math

Statistics and random samples

Use a fair sample to learn about a larger population.

Sampling

  • A population is the whole group; a sample is part of that group.
  • Use random selection and avoid convenience samples that may leave groups out. Every member should have a chance to be selected.

Describe 2, 3, 3, 4, 8

  • Mean = (2 + 3 + 3 + 4 + 8) ÷ 5 = 4.
  • Median = 3, the middle value after ordering the numbers.
  • Range = 8 − 2 = 6.

Estimate from a sample

  • If 18 of 30 randomly sampled students prefer soccer, the sample proportion is 18/30 = 60%.
  • Estimate for 200 students: 0.60 × 200 = 120. This is an estimate, not an exact count.

Remember: Different random samples can give different estimates.

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Science

Think like a scientist

Ask questions, use evidence, and revise your thinking.

Investigate

  • Ask: What can I investigate?
  • Plan: What evidence will I need?
  • Investigate: Observe, measure, and record.
  • Analyze patterns, communicate what you found, and revise. Investigations do not all follow one fixed recipe.

Build a CER explanation

  • Claim: Answer the question.
  • Evidence: Use relevant observations or data.
  • Reasoning: Explain how scientific ideas connect the evidence to the claim.

Observation or inference?

  • “The puddle shrank” describes an observation.
  • “Some water evaporated” is an inference that can explain the observation.

Remember: Keep what you observed separate from what you infer.

Science

Design a fair test

Change one factor and measure the response.

Example question

  • How does water temperature affect the time it takes sugar to dissolve?

Identify the variables

  • Independent variable: what you change — water temperature in °C.
  • Dependent variable: what you measure — dissolving time in seconds.
  • Controlled variables: factors kept the same — sugar mass, water volume, stirring rate.

Make the comparison useful

  • Use repeated trials and consistent procedures.
  • Compare to a baseline when appropriate. A control group is a comparison group; it is different from controlled variables.

Remember: Change one factor in a fair comparison while keeping other relevant conditions consistent.

Science

Cells: the basic unit of life

Cell structures work together to keep organisms alive.

NucleusCell membraneMitochondrion
A simplified animal cell with a nucleus, cell membrane, and mitochondrion.

Structures and functions

  • Nucleus: contains DNA in a typical eukaryotic cell.
  • Cell membrane: regulates movement into and out of the cell.
  • Cytoplasm: the cell interior outside the nucleus, where many reactions occur.
  • Mitochondria: help transfer food energy to ATP.

Plant cells and cell theory

  • Typical leaf cells also have cell walls, chloroplasts, and a large central vacuole.
  • All organisms are made of one or more cells. Cells come from existing cells.

Remember: This diagram is a simplified animal cell, not a picture to scale.

Science

Photosynthesis and cellular respiration

Matter cycles while energy changes form.

Photosynthesis: capture light energy

  • carbon dioxide + water → glucose + oxygen, using light energy.
  • In plants, photosynthesis occurs in chloroplasts.

Aerobic cellular respiration: transfer energy

  • glucose + oxygen → carbon dioxide + water.
  • Energy is transferred to ATP, and some is released as heat. ATP helps power cell activities.

Remember: Plants do both: photosynthesis and cellular respiration.

Science

Genes and inheritance

Use a simple model to predict possible offspring.

AaAaAAAaAaaaAA: 25%Aa: 50%aa: 25%
A Punnett square for the simple cross Aa × Aa.

Important vocabulary

  • Genes are sections of DNA that contribute to inherited traits; alleles are versions of a gene.
  • Genotype means the allele combination. Phenotype means an observable characteristic.

A simple one-gene model: Aa × Aa

  • Possible genotypes: AA (25%), Aa (50%), aa (25%).
  • If A is completely dominant, AA and Aa have the dominant phenotype: 75% probability.
  • Each offspring is a new probability event. Four offspring are not guaranteed to match the predicted ratio.

Remember: Many traits involve multiple genes and the environment. This is a simplified model.

Science

Ecosystems and energy flow

Energy flows through food webs; matter is recycled.

GRASSRABBITHAWK
Energy transfers from grass to rabbit to hawk.

Follow the arrows

  • Example food chain: grass → rabbit → hawk.
  • Arrows show the direction of energy transfer, from the food to the organism that eats it.
  • Most ecosystems begin with energy from sunlight.

Different roles

  • Producers build food using an energy source.
  • Consumers obtain matter and energy by eating.
  • Decomposers break down dead matter and wastes.
  • Less energy is available at higher feeding levels.

Remember: Energy does not cycle like matter. It eventually spreads to the environment as heat.

Science

Atoms and molecules

Atoms are building blocks, and bonds connect atoms.

OAtomOOO₂: elementOHHH₂O: compound
O is an atom; O₂ is an elemental molecule; H₂O is a compound molecule.

Compare the models

  • An oxygen atom is one atom of oxygen.
  • O₂ is a molecule of an element: it contains only oxygen atoms.
  • H₂O is a molecule of a compound: hydrogen and oxygen are chemically bonded.

Read a formula

  • H₂O represents 2 hydrogen atoms and 1 oxygen atom in each water molecule.
  • A molecule is a group of atoms bonded together. Not every molecule is a compound: O₂ is an element.

Remember: Particle drawings are models. Colors and sizes help explain ideas; atoms are not colored balls.

Science

Physical or chemical change?

Ask whether new substances formed.

Physical change

  • The form or state changes, but the substance remains the same.
  • Melting ice produces liquid water; the substance is still H₂O.

Chemical change

  • Atoms rearrange to form different substances.
  • Iron reacting with oxygen to form rust is a chemical change.
  • Bubbling, color changes, or energy changes may be clues, but they do not prove a chemical reaction. Boiling also makes bubbles.

Remember: Reversible versus irreversible is not a reliable test. Look for evidence of new substances.

Science

Matter is conserved

Chemical reactions rearrange atoms rather than erase them.

Count the atoms

  • 2H₂ + O₂ → 2H₂O.
  • Before: 4 H atoms and 2 O atoms. After: 4 H atoms and 2 O atoms.

Track the whole system

  • In a closed system, total mass of reactants equals total mass of products. Nothing enters or leaves.
  • If gas escapes an open container, the measured mass inside may decrease. Count the escaped gas too.

Remember: Balance equations with coefficients. Do not change chemical subscripts.

Science

Thermal energy on the move

Net heat transfer goes from warmer to cooler.

Three methods

  • Conduction: energy transfer through contact. A metal spoon warms in hot soup.
  • Convection: energy transfer by moving fluids. Heated water can rise as it becomes less dense; density differences can drive circulation.
  • Radiation: transfer by electromagnetic waves. Sunlight transfers energy to your skin. Radiation can travel through a vacuum.

Temperature and thermal energy

  • Temperature relates to average particle kinetic energy.
  • Thermal energy also depends on how much matter is present; it is different from temperature.

Remember: Identify how the energy moves, not just which object feels warm.

Science

Forces and changing motion

A force is a push or pull; direction matters.

Object4 N10 NNet force: 6 N to the right
Ten newtons right minus four newtons left gives six newtons right.

Add forces with direction

  • An object has a 10 N force to the right and a 4 N force to the left.
  • Net force = 10 − 4 = 6 N to the right. Unbalanced forces change velocity.

Newton’s second law

  • Fnet = ma.
  • With the same mass, a greater net force gives greater acceleration.
  • With the same net force, greater mass gives less acceleration.

Balanced forces

  • When net force is zero, an object remains at rest or continues at constant velocity.

Remember: Balanced forces do not necessarily mean an object is stopped.

Science

Earth’s moving plates

Rigid lithospheric plates move over the softer mantle.

Three boundary types

  • Divergent: plates move apart; new crust can form.
  • Convergent: plates move together; subduction or collision can occur.
  • Transform: plates slide past each other; earthquakes are common.

Read Earth’s patterns

  • Plate boundaries help explain patterns of earthquakes, volcanoes, mountain ranges, and ocean-floor features.
  • The mantle is mostly solid rock, which can deform and flow slowly over long periods of time.

Remember: The mantle is not a worldwide ocean of liquid magma.

Discussion frames

Start the conversation

Share an idea. Give others a way into the discussion.

Put an idea on the table

  • I think ___ because ___.
  • One idea worth exploring is ___.
  • My first reaction is ___ because ___.

Open a question

  • What do you notice about ___?
  • Why do you think ___?
  • Which idea should we explore first?

Remember: Choose a starter, add your idea, and invite a response.

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Discussion frames

Explain your thinking

Help others follow how you reached your idea.

Show your reasoning

  • I reached this idea by ___.
  • First I ___; then I ___.
  • This makes sense because ___.

Make the connection clear

  • The connection between ___ and ___ is ___.
  • An example that helps explain this is ___.
  • In other words, ___.

Remember: Explain the why, not just the answer.

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Discussion frames

Back it up with evidence

Connect what you say to what you can point to.

Identify the evidence

  • In the text, ___ states, “___.”
  • The data show ___, especially ___.
  • One observation that supports my idea is ___.

Explain why it matters

  • This supports my claim because ___.
  • This example illustrates ___.
  • We still need evidence about ___.

Remember: Use accurate quotes, specific details, and relevant data.

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Discussion frames

Build on an idea

Connect your contribution to what someone else said.

Link to a classmate’s thinking

  • I agree with ___ because ___.
  • Adding to ___’s idea, ___.
  • Your point about ___ connects to ___.

Take the idea further

  • Another example of that is ___.
  • If that is true, then we might expect ___.
  • Could we combine ___ and ___ to explain ___?

Remember: Name the idea you are building on, then add something new.

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Discussion frames

Disagree respectfully

Challenge the idea while showing respect for the person.

Offer a different view

  • I see it differently because ___.
  • Another interpretation could be ___.
  • I agree with ___, but I question ___ because ___.

Test the ideas together

  • How does your idea account for ___?
  • What evidence would help us decide between ___ and ___?
  • Could we compare our reasoning about ___?

Remember: Focus on the reasoning and evidence. Keep your tone respectful.

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Discussion frames

Ask for clarification

Ask a question that helps you understand more clearly.

Get clear on the meaning

  • What do you mean by ___?
  • Could you explain the part about ___?
  • When you say ___, are you suggesting ___?

Check your understanding

  • Could you give an example of ___?
  • So your idea is ___; did I understand?
  • How did you get from ___ to ___?

Remember: Listen to the response before adding your next idea.

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Discussion frames

Compare perspectives

Look for connections, differences, and assumptions.

Notice what matches

  • Both ideas suggest that ___.
  • We agree about ___, but differ on ___.
  • A connection between our ideas is ___.

Explore what differs

  • One difference between ___ and ___ is ___.
  • This view assumes ___, while that view assumes ___.
  • How might someone with a different experience see ___?

Remember: Compare ideas fairly before deciding what you think.

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Discussion frames

Make room for every voice

Invite participation and leave time for people to think.

Invite without pressure

  • Would you like to add an idea or pass for now?
  • What is another perspective we could consider?
  • Would a moment to think or write help?

Help the group listen

  • I’d like to hear the rest of ___’s thought.
  • Before we move on, does anyone want to add something?
  • I’ll pause so someone else can respond.

Remember: You can contribute by speaking, listening, asking, or writing.

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Discussion frames

Work through it together

Use discussion to make a plan and move forward.

Get started as a team

  • What is our goal, and what do we know?
  • One possible first step is ___ because ___.
  • How can we share the work fairly?

When the group gets stuck

  • The part we are stuck on is ___.
  • Could we try ___ and check what happens?
  • What information or help do we need next?

Remember: Agree on the next step and check that everyone understands.

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Discussion frames

Let’s talk math

Describe the strategy, connect representations, and check.

Explain your strategy

  • I represented the problem using ___.
  • I chose this strategy because ___.
  • This step is valid because ___.

Connect and check

  • The ___ in the equation represents ___.
  • These two strategies connect because ___.
  • I can check whether my answer is reasonable by ___.

Remember: Use math vocabulary, models, and units to make your thinking clear.

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Discussion frames

Let’s talk science

Use observations and scientific ideas to explain.

Build a scientific explanation

  • My claim is ___; the evidence is ___.
  • This evidence supports the claim because ___.
  • The scientific idea that connects them is ___.

Question and investigate

  • I observed ___; I infer ___ because ___.
  • A pattern in the data is ___.
  • To test this explanation, we could ___.

Remember: Separate observations from inferences and support your explanation.

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Discussion frames

Reflect & revise

Notice how the discussion has changed your thinking.

Look back at your thinking

  • I used to think ___; now I think ___.
  • The evidence or idea that influenced me was ___.
  • I still think ___ because ___.

Decide what comes next

  • I am still wondering about ___.
  • Our group’s main takeaway is ___.
  • One thing I want to investigate further is ___.

Remember: You can revise your idea or explain why you still support it.

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Learning strategies

Get ready to learn

Start with a clear goal and the tools you need.

Before you begin

  • Check the posted task and learning goal.
  • Take out the materials you need.
  • Put unrelated materials aside.

Make your first move

  • Connect today’s task to what you already know.
  • Identify one small step you can start.
  • Write down a question if something is unclear.

Remember: You do not have to know everything to begin.

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Learning strategies

Read the directions

Know the task before you rush into the work.

Find out what to do

  • Read all the directions once.
  • Notice action words: explain, compare, justify.
  • Find the required parts and success criteria.

Turn directions into a plan

  • Restate the task in your own words.
  • Break a long task into a short checklist.
  • Clarify missing information before guessing.

Remember: Ask yourself: “What should my finished work show?”

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Learning strategies

Stuck? try a next step

Use a strategy, notice what changes, and ask for help.

Reconnect with the task

  • Reread the question and identify the goal.
  • Write what you know and what you need.
  • Look at a related example or your notes.

Try, check, and reach out

  • Try a sketch, model, or smaller example.
  • Check which part makes sense and which does not.
  • Ask a specific question when you need help.

Remember: You can ask for help at any point. You do not have to stay stuck.

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Learning strategies

Make time work for you

Plan the work. Monitor your progress. Adjust.

Plan a realistic start

  • List the parts of the task.
  • Choose a manageable first step.
  • Estimate the time and set a short work goal.

Check your progress

  • Pause: am I working toward the goal?
  • Adjust your strategy if you are not moving forward.
  • Leave time to review and submit your work.

Remember: Focus on the next useful action, not the whole mountain.

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Learning strategies

Before you turn it in

Check that your work communicates what you know.

Check the task

  • Did I answer every part of the question?
  • Did I meet the success criteria?
  • Did I explain my thinking and use evidence?

Check the details

  • Are labels, units, names, and sources included?
  • Can someone follow and read my work?
  • Did I save and submit the correct version?

Remember: Complete means the required thinking is visible.

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Learning strategies

Ask for help with a plan

Tell someone what you need and where you are stuck.

Show the starting point

  • I am trying to ___.
  • So far, I have tried ___.
  • The part I do not understand is ___.

Ask for the support you need

  • Could you explain why ___?
  • Could you model a similar example?
  • Can you check whether my next step makes sense?

Remember: Ask for an explanation or a next step, then try it yourself.

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Learning strategies

Turn mistakes into next steps

Find the error, understand it, and try again.

Investigate the mistake

  • Compare your work with the goal or example.
  • Find where the thinking first went off track.
  • Name the misunderstanding or missing step.

Repair and recheck

  • Explain why the original step did not work.
  • Revise that step and check what follows.
  • Try a new example to test your understanding.

Remember: Revising the answer matters. Understanding the change matters too.

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Learning strategies

Put feedback to work

Turn a comment into a clear revision.

Understand the message

  • Read or listen to the feedback carefully.
  • Connect it to the goal or success criteria.
  • Ask for an example if the comment is unclear.

Act on one priority

  • Choose a specific change to make.
  • Revise your work and compare the versions.
  • Explain what improved and what still needs work.

Remember: “Add detail” becomes: “Which detail would explain my idea?”

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Learning strategies

Group work that works

Share the thinking, the work, and the responsibility.

Get organized together

  • Agree on the goal and what must be completed.
  • Choose roles and share the work fairly.
  • Make sure everyone understands the plan.

Use roles to support the team

  • Facilitator: invite ideas and keep the focus.
  • Recorder: capture the group’s thinking.
  • Checker: compare the work with the directions.

Remember: Rotate roles when useful. Everyone contributes ideas and effort.

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Learning strategies

Read with a purpose

Think before, during, and after you read.

Before and during

  • Preview the title, headings, and visuals.
  • Choose a question you are reading to answer.
  • Pause to notice important ideas and confusion.

After a section

  • Summarize the main idea in your own words.
  • Choose a detail that supports that idea.
  • Reread a confusing part or ask a question.

Remember: Explain what the text means, not just what words it contains.

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Learning strategies

Take notes you can use

Capture ideas. Make connections. Check your learning.

Record the important thinking

  • Add a title, date, and clear headings.
  • Use your own words for key ideas.
  • Include a useful example, model, or diagram.

Use the notes to learn

  • Add questions and flag confusing parts.
  • Close the notes and recall the main ideas.
  • Reopen them to check and fill the gaps.

Remember: Ask: “Could I explain this idea without looking?”

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Learning strategies

Can i trust this source?

Investigate the source, the evidence, and the context.

Look beyond the page

  • Who created this, and what do they know?
  • What do other reliable sources say about them?
  • Who is funding or trying to influence the message?

Check the claim

  • Trace the claim to its original evidence.
  • Check dates and the surrounding context.
  • Compare independent sources before concluding.

Remember: A polished page or a familiar-looking web address is not proof.

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Learning strategies

Pause before you post

Use technology with care for yourself and others.

Check what you are sharing

  • Keep passwords and private information private.
  • Ask permission before sharing someone’s photo.
  • Consider who could see, save, or forward it.

Choose a responsible response

  • Use respectful language, even when you disagree.
  • Check a claim before passing it along.
  • Tell a trusted adult about harmful or unsafe content.

Remember: If you are unsure, pause and ask before sharing.

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Learning strategies

Use AI thoughtfully

Follow your teacher’s directions and protect your learning.

Before you use a tool

  • Check whether AI is allowed for this task.
  • Use only tools approved for you to use.
  • Do not enter private information about anyone.

If ai use is allowed

  • Check facts and sources; AI can be wrong.
  • Explain the thinking in your own words.
  • Acknowledge AI use as your teacher requires.

Remember: Only submit work you understand and can explain.

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Learning strategies

Pause, reset, refocus

Choose a small action that helps you rejoin the learning.

Notice what is happening

  • Pause and notice your thoughts and feelings.
  • Take a slow breath or a brief quiet moment.
  • Identify what is making the task difficult.

Choose your next move

  • Remove a distraction you can control.
  • Choose one manageable step to try.
  • Ask for support or an appropriate break if needed.

Remember: You can restart without having the whole task figured out.

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Learning strategies

Finished? make it count

Review, reflect, and follow the plan for what comes next.

Check before moving on

  • Compare your work with the success criteria.
  • Revise one part that could be clearer.
  • Make sure the correct work is saved or submitted.

Choose an appropriate next step

  • Follow your teacher’s directions for what is next.
  • Review a skill or explore a deeper question.
  • Reflect: what did I learn, and what comes next?

Remember: Finished early? Keep the focus on learning.

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