A mystery number, a pretend shopping trip or a paper shape folded into equal parts can open up a surprisingly interesting maths conversation.
This 30-day maths challenge for Year 2 brings together playful activities you can try at home in around 10 minutes a day. Using simple supplies, your child will explore numbers, addition, subtraction, equal groups, fractions, measurement, time, shapes and data.
Maths was my favourite subject at school, and my master’s degree in computer engineering strengthened my enjoyment of solving problems. Now, as a mum, I want to help my children experience that same satisfaction when an idea clicks.
Building on our earlier maths challenges, this collection invites children to look beyond a single answer. They’ll explain their reasoning, test ideas, spot mistakes and sometimes discover several possible solutions.
Each day includes an easier option and an extra challenge, so you can adjust the activity to your child’s understanding. Some days they may be ready to investigate further; on others, working with objects or smaller numbers will help an idea become clear.
There’s no race to finish. Repeat a favourite game, pause a tricky puzzle or spread an activity over more than one day.
Gather a pencil, a few everyday supplies and your curiosity. Let’s make time to explore maths together—one discovery at a time.
A Quick Note Before We Begin
I’m a mum with a master’s degree in computer engineering, not a qualified teacher. I’m sharing these activities for families who want to enjoy practising maths together at home.
This challenge draws on selected skills from the Australian Curriculum Version 9.0 for Year 2 Mathematics. It is an independent, parent-created resource, not an official curriculum, assessment or replacement for classroom teaching.
You can explore the curriculum expectations in the Year 2 Mathematics overview from the Queensland Curriculum and Assessment Authority.
Year 2 expectations describe learning developed across a school year. Your child does not need to know everything before starting this challenge, and completing it does not mean they have covered the whole curriculum.
Choose the easier option or extra challenge according to their understanding of each topic. Their teacher can help you identify useful areas to practise if you’re unsure.
Families outside Australia are welcome to join in, too. School-year labels and curricula vary, so use the activities themselves—and your child’s current understanding—to decide what fits.
How to Use This 30-Day Year 2 Maths Challenge
Set aside around 10 minutes. Choose a time when your child has enough energy to think and explore. Ten minutes is a guide, not a time limit for finding the answer. Pause and return another day if needed.
Keep everyday supplies nearby. Paper, pencils, blocks, counters, dice, cups and a calendar will be useful. Each activity lists what you need, and you can substitute similar items from home. Allow a little extra time to gather materials before you begin.
Start with the main activity. Use the easier option if an idea is unfamiliar. Try the extra challenge when your child can explain the main example and is ready to investigate further. They may need different levels of support for different topics.
Let your child show their thinking. They can move objects, draw pictures, make a number line or explain aloud. Ask, “How did you work that out?” and “How could we check?” before offering your own method.
Use the example answers to support discussion. Give your child time to try first, then check together. If their answer differs, explore what happened. Some challenges have several possible answers, so an unexpected solution may still work.
Make room for deeper questions. Try asking, “Can you find another way?”, “What would happen if we changed this number?” or “Have we found every possibility?” Follow an interesting idea even if it takes you beyond the day’s activity.
Return to useful strategies. Repeat favourite games with new numbers and revisit ideas from earlier days. Your child does not need to complete one activity perfectly before enjoying another.
Notice progress in the process. Organising a collection, choosing a helpful drawing, checking a calculation and explaining a pattern are all discoveries worth recognising.
Download Your Free Year 2 Maths Challenge Planner
Keep track of your maths adventures with this free two-page printable planner. It includes all 30 activity titles, tick boxes and space to record your child’s discoveries.
Print it out and tick each activity as you explore it together. Repeat favourites, take breaks and work at your child’s pace.
Day 1: Crack the Three-Digit Code
Today’s skill: Understanding hundreds, tens and ones
You’ll need: Paper, a pencil and homemade digit cards from 0 to 9
Tell your child: “A treasure box has a three-digit code. Can you work it out?”
Give these clues:
- The hundreds digit is 3.
- The tens digit is 2 more than the hundreds digit.
- The ones digit is 1 less than the tens digit.
Let your child arrange the digit cards or write the possibilities.
The code is 354: the hundreds digit is 3, the tens digit is 5 and the ones digit is 4.
Ask, “What is each digit worth in this number?” Together, record:
354 = 300 + 50 + 4
Check the code against every clue, then swap roles and let your child invent one for you.
Make it easier: Use a two-digit code: “There are 2 tens. The ones digit is 3 more than the tens digit.” The answer is 25.
Try an extra challenge: Use the digits 2, 4 and 6, each exactly once. Find every possible three-digit code and order them from smallest to largest. The six possibilities are 246, 264, 426, 462, 624 and 642. Ask your child to explain how they know none are missing.
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Day 2: The Important Job of Zero
Today’s skill: Recognising zero as a placeholder
You’ll need: Paper, a pencil and digit cards
Write 305 and 350. Ask, “These numbers use the same digits. Are they worth the same amount?”
Draw three columns labelled Hundreds, Tens and Ones. Place each number’s digits in the correct columns.
In 305, there are 3 hundreds, 0 tens and 5 ones. In 350, there are 3 hundreds, 5 tens and 0 ones.
Ask your child to explain what the zero tells us in each number.
Make it easier: Compare 30 and 3 using groups of ten objects.
Try an extra challenge: Use 0, 4 and 7, each once, to make every possible three-digit number. Zero cannot go first. The answers are 407, 470, 704 and 740. Order them and explain why there are only four.
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Day 3: Build a Number-Line Neighbourhood
Today’s skill: Ordering and locating numbers to 1,000
You’ll need: Paper and a pencil
Draw a number line with equally spaced marks labelled 0, 100, 200, continuing to 1,000.
Write 250, 480, 705 and 990 on small cards. Ask your child to place each approximately where it belongs.
Discuss the neighbouring hundreds. For example, 480 lies between 400 and 500, closer to 500.
Ask, “Which two cards are closest together?” The closest pair is 480 and 705, with a difference of 225. Your child can compare the gaps visually before checking.
Make it easier: Use 200, 500 and 800.
Try an extra challenge: Ask for a number halfway between 400 and 500. The answer is 450. Can your child find the halfway point between 450 and 500? It is 475.
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Day 4: One Number, Different Builds
Today’s skill: Renaming numbers using different place-value groupings
You’ll need: Paper and a pencil; base-ten blocks if available
Draw 2 hundred-squares, 4 ten-sticks and 6 dots to represent 246.
Explain that each square represents 100, each stick 10 and each dot 1.
Ask, “Could we show 246 without using two hundred-squares?”
Exchange one hundred for ten tens. You now have:
1 hundred, 14 tens and 6 ones
Check: 100 + 140 + 6 = 246.
Make it easier: Show 24 as 2 tens and 4 ones, then 1 ten and 14 ones.
Try an extra challenge: Find another representation, such as 2 hundreds, 3 tens and 16 ones. Ask your child to prove that exchanging units changes the arrangement but keeps the total.
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Day 5: Add by Building a Friendly Number
Today’s skill: Using partitioning to add two-digit numbers
You’ll need: Paper, a pencil and counters if helpful
Write 38 + 27. Ask your child how they might solve it.
Explore moving 2 from the 27 to the 38:
38 + 27 = 40 + 25 = 65
Draw the two amounts and show the transfer. Ask, “Why did the total stay the same?”
Try 49 + 16 together. Moving 1 gives 50 + 15 = 65.
Make it easier: Use 8 + 7, changing it to 10 + 5 = 15 with counters.
Try an extra challenge: Solve 38 + 27 another way, such as 30 + 20 + 8 + 7. Explain how two different methods arrive at 65.
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Day 6: Subtract in Helpful Steps
Today’s skill: Breaking subtraction into manageable parts
You’ll need: Paper and a pencil
Tell a story: “There were 62 tickets. We sold 28. How many remain?”
Explore subtracting the tens and then the ones:
62 − 20 = 42
42 − 8 = 34
For the second step, your child could go from 42 to 40, then subtract the remaining 6.
Check by adding: 34 + 28 = 62.
Make it easier: Solve 32 − 12 using drawings of tens and ones.
Try an extra challenge: Ask, “Could we subtract 30 instead of 28?” Calculate 62 − 30 = 32, then add back 2 to get 34. Discuss why subtracting too much means adding some back.
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Day 7: Make a Fact Family
Today’s skill: Connecting addition and subtraction facts
You’ll need: 15 counters, paper and a pencil
Arrange 8 counters in one group and 7 in another.
Ask your child to write two addition and two subtraction equations using 8, 7 and 15:
8 + 7 = 15
7 + 8 = 15
15 − 8 = 7
15 − 7 = 8
Discuss how knowing one fact helps with the others. Cover an equation and ask your child to reconstruct it.
Make it easier: Use 2, 3 and 5.
Try an extra challenge: Use 6, 6 and 12. Why are there only two different equations in this family? They are 6 + 6 = 12 and 12 − 6 = 6; swapping the equal parts creates no new equation.
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Day 8: The Whole-Dollar Shop
Today’s skill: Solving money problems using addition and subtraction
You’ll need: Toys, price tags and pretend money
Price three items at $8, $15 and $12. Give your child a pretend budget of $20.
Ask, “Which two different items can you buy?”
Only the $8 and $12 items fit the budget together:
$8 + $12 = $20
Then ask how much change they would receive when buying only the $15 item with $20. The change is $5.
Make it easier: Buy a $3 item with $5.
Try an extra challenge: Increase the budget to $30. All three pairs are affordable. Their totals and change are $23, leaving $7; $20, leaving $10; and $27, leaving $3.
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Day 9: Arrange an Array
Today’s skill: Representing multiplication with equal rows
You’ll need: 12 blocks or counters and paper
Ask your child to arrange 12 objects into 3 rows of 4.
Count by rows:
4 + 4 + 4 = 12
Write 3 × 4 = 12, explaining that this represents three groups of four.
Turn the arrangement so it shows 4 rows of 3. Count again and write 4 × 3 = 12.
Ask, “What changed? What stayed the same?”
Make it easier: Make 2 rows of 3.
Try an extra challenge: Find every rectangular array using all twelve objects. The row-and-column arrangements are 1 by 12, 2 by 6, 3 by 4, and their turned versions. Explain why none leaves an object out.
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Day 10: The Double-It Machine
Today’s skill: Connecting doubling with multiplication by two
You’ll need: Counters, paper and a pencil
Draw a pretend machine that doubles whatever goes in.
Put 6 into the machine. Make two groups of six counters and find the output:
6 + 6 = 12
2 × 6 = 12
Try inputs of 3, 8 and 10. Their outputs are 6, 16 and 20.
Invite your child to explain what “double” means.
Make it easier: Double 1, 2 and 3 using objects.
Try an extra challenge: Reverse the machine. If the output is 18, what was the input? It was 9. Explain how halving undoes doubling, then invent another missing-input puzzle.
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Day 11: Share It or Group It?
Today’s skill: Exploring two meanings of division
You’ll need: 18 counters and small plates
Start with 18 counters.
First ask, “If we share these equally between three plates, how many go on each plate?” Each receives 6.
Gather them again. Now ask, “If each plate must hold three counters, how many plates do we need?” You need 6 plates.
Both situations can be represented by 18 ÷ 3 = 6, but the answer describes different things.
Make it easier: Try both situations with 6 counters and groups of two.
Try an extra challenge: Ask your child to create a story for 16 ÷ 2 = 8 in each way: two equal groups, and groups containing two objects.
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Day 12: Plan the Party Bags
Today’s skill: Solving an equal-groups problem with a leftover
You’ll need: 20 counters and paper circles for bags
Tell your child: “We have 20 stickers. Each party bag needs 3 stickers. How many complete bags can we fill?”
Make groups of three. You can fill 6 bags, using 18 stickers, with 2 left over.
Ask, “Why can’t we count the leftover stickers as another complete bag?”
Then ask how many more stickers are needed for seven complete bags. The answer is 1.
Make it easier: Pack 10 stickers into bags of two.
Try an extra challenge: Keep the twenty stickers but put four in each bag. You can fill 5 bags with none left over. Compare the two plans and explain which might suit different numbers of guests.
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Day 13: The Growing-and-Shrinking Pattern
Today’s skill: Finding constant increases and decreases
You’ll need: Paper and a pencil
Write:
14, 18, 22, __, __
Ask your child to describe the change between neighbouring numbers. The rule is add 4, so the missing numbers are 26 and 30.
Next try:
50, 45, __, 35, __
The rule is subtract 5. The missing numbers are 40 and 30.
Make it easier: Continue 2, 4, 6… using pairs of blocks.
Try an extra challenge: Give only 8, __, __, 20, explaining that the same amount is added at each step. There are three equal jumps covering 12, so each jump is 4. The missing numbers are 12 and 16.
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Day 14: Is It Really Half?
Today’s skill: Recognising equal parts of a whole
You’ll need: Several identical paper rectangles and a pencil
Fold one rectangle into two equal parts. Open it and shade one part.
Explain that one-half is one of two equal parts of the same whole.
On another rectangle, draw a line that makes two obviously unequal parts. Ask, “Are both pieces halves just because there are two?”
Compare their areas by folding or tracing.
Make it easier: Fold a rectangle in half together and match the two parts.
Try an extra challenge: Find two different ways to divide identical rectangles into halves. Try a vertical fold and a diagonal fold. Explain how the pieces can have different shapes while each still covers half the rectangle.
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Day 15: Fold from Halves to Eighths
Today’s skill: Connecting halves, quarters and eighths
You’ll need: A rectangular sheet of paper and coloured pencils
Fold the paper in half, then fold it in half again. Open it to see four equal parts, or quarters.
Fold it back along the same creases and halve it once more. Open it to see eight equal parts, or eighths.
Ask, “What happened to the number and size of the parts each time?”
Shade one quarter. It covers the same area as two eighths.
Make it easier: Explore halves and quarters only.
Try an extra challenge: Use the folds to show that one-half equals two quarters and four eighths. Ask your child to explain why more equal parts means each individual part is smaller.
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Day 16: The Ribbon Fraction Puzzle
Today’s skill: Applying fractions to length
You’ll need: A paper strip eight identical blocks long
Lay eight matching blocks end-to-end beside the strip. Mark their boundaries.
Ask your child to find half the strip, then one quarter, then one eighth.
These lengths match 4 blocks, 2 blocks and 1 block, respectively.
Keep referring to the same whole strip when comparing the fractions.
Make it easier: Use a four-block strip to explore halves and quarters.
Try an extra challenge: Ask, “If we join one-half and one-quarter of this strip, how many eighths have we used?” The answer is six eighths, or three quarters. Show this by combining four block-lengths and two block-lengths. Two eighths remain.
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Day 17: Choose a Better Measuring Unit
Today’s skill: Using smaller informal units for greater precision
You’ll need: Identical large blocks, identical small paper squares and a book
Measure the book’s length using large blocks placed end-to-end without gaps or overlaps.
If its edge falls between two whole blocks, record an approximate result.
Now measure with smaller matching paper squares.
Ask, “Which units helped us describe the length more precisely?” Discuss how smaller units can reduce the unmeasured part at the end.
Make it easier: Measure a strip that matches an exact number of large blocks.
Try an extra challenge: Make the small units half as long as the large ones. Before measuring, predict how the counts will compare. A length of four large units equals eight of these smaller units.
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Day 18: Balance the Mystery Object
Today’s skill: Measuring mass with equal informal units
You’ll need: A balance scale, identical blocks and a lightweight object
Place the object on one side of the balance. Add identical blocks to the other until it balances as closely as possible.
Record its mass as about that many blocks.
Measure a second object using the same blocks. Ask which is heavier and how the results show this.
If you do not have a balance, compare two light objects by hand and discuss why this gives less precise information.
Make it easier: Compare objects with an obvious difference in mass.
Try an extra challenge: If one object balances with 4 blocks and another with 7, predict the number needed to balance both together. Test the prediction of 11 blocks.
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Day 19: Capacity Detectives
Today’s skill: Measuring and comparing capacity
You’ll need: Two containers, a small cup, water and a tray
Predict which container holds more.
Fill each using the same cup, filled to the same level each time. Start with empty containers, count full cupfuls and note any final partial cup.
Discuss why a comparison is fair only when the measuring unit stays the same.
Pour one container’s water into the other to check the comparison if practical.
Make it easier: Choose containers that hold exactly two and four cupfuls.
Try an extra challenge: If a large measuring cup holds exactly twice as much as a small one, a container holding 6 small cupfuls will hold 3 large cupfuls. Explain and test this using suitable cups.
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Day 20: Count Down on the Calendar
Today’s skill: Finding the number of days between dates
You’ll need: A calendar and a pencil
Choose a date and an imaginary event later in the same month.
For example: “Today is the 8th. Our picnic is on the 15th. How many days away is it?”
Count each daily step after the 8th: the 9th is one day away, the 10th is two, and so on.
The picnic is 7 days away. Explain why counting both date squares would give one too many.
Make it easier: Find an event two or three days away.
Try an extra challenge: Choose dates crossing into the next month. If April has 30 days, the journey from April 28 to May 3 is 5 days. Check each step on the calendar.
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Day 21: A Quarter-Hour Clock Journey
Today’s skill: Reading hour, half-hour and quarter-hour times
You’ll need: A clock with movable hands or a homemade paper clock
Start at 3 o’clock.
Move the minute hand a quarter-turn clockwise to 3. Move the hour hand slightly past 3. The time is quarter past 3, or 3:15.
Continue to 3:30, 3:45 and 4:00, moving both hands appropriately.
At 3:45, explain that it is quarter to 4; the hour hand is approaching 4.
Make it easier: Explore o’clock and half-past times.
Try an extra challenge: Start at 10:45 and move forward one quarter-hour. The time becomes 11:00. Ask your child to explain why the hour changes.
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Day 22: Turn Like a Robot
Today’s skill: Understanding quarter, half, three-quarter and full turns
You’ll need: Space to stand and four paper direction markers
Arrange markers around your child: front, right, back and left.
Starting at the front, practise clockwise turns:
Quarter-turn: face right.
Half-turn: face back.
Three-quarter-turn: face left.
Full turn: face front again.
Return to the starting position before testing each instruction.
Make it easier: Practise half and full turns only.
Try an extra challenge: Ask, “Can a three-quarter-turn clockwise finish facing the same way as a quarter-turn anticlockwise?” Yes—both finish facing left from the original position. Demonstrate and explain why their journeys differ.
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Day 23: Sort Shapes by Their Secrets
Today’s skill: Describing sides and comparing shapes
You’ll need: Drawings of a square, a non-square rectangle, a triangle, a circle and a parallelogram
Ask your child to sort the shapes by a chosen feature, then explain the rule.
Explore straight sides, curved boundaries, opposite sides and parallel sides. Explain that parallel straight sides stay the same distance apart and would not meet if extended.
Identify opposite parallel sides on the square and rectangle.
Make it easier: Sort shapes with only straight sides from those with curved boundaries.
Try an extra challenge: Ask, “Can a shape have four straight sides without being a rectangle?” Use the slanted parallelogram as an example. Discuss how it has opposite parallel sides but does not have four square corners.
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Day 24: Map the Toy Town
Today’s skill: Locating positions and describing pathways
You’ll need: Paper, a pencil and a toy
Draw a four-by-four grid. Label columns A–D from left to right and rows 1–4 from bottom to top.
Place a pretend library at B3, a park at D3 and a home at B1.
Ask your child to move a toy from home to the library, then to the park. The route is two squares up, then two right.
Make it easier: Use a two-by-two grid.
Try an extra challenge: Find two different routes from B1 to D3 using only moves into neighbouring squares. A shortest route uses four moves. Can your child explain why fewer than four cannot work?
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Day 25: Ask a Question and Collect Data
Today’s skill: Planning a simple survey and recording responses
You’ll need: Paper and a pencil
Ask a small group: “Which would you choose: a park visit, a board game or a craft activity?”
Each person chooses one option. Record one tally for each response, then count the totals.
Ask, “Does our total match the number of people who answered?”
Discuss the most and least chosen options, including any ties. Explain that the results describe this group, rather than everyone.
Make it easier: Offer two choices and record answers with drawings.
Try an extra challenge: Ask your child how the survey would change if each person could choose two options. Discuss why the total number of choices could then exceed the number of people.
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Day 26: One Set of Data, Two Displays
Today’s skill: Representing and comparing categorical data
You’ll need: Yesterday’s survey results, paper and coloured pencils
Use the same survey totals to make:
- A table showing each activity and its number of votes.
- A picture graph using one symbol for each vote.
Keep the symbols equal in size and line them up from the same starting point.
Ask, “Which display makes the most popular choice easiest to spot? Which makes exact totals easiest to read?”
Make it easier: Build rows of blocks before drawing the graph.
Try an extra challenge: Show a deliberately misleading graph using much larger symbols for one category. Ask your child why it might give the wrong impression even when the number of symbols is correct.
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Day 27: Find Every Possible Pair
Today’s skill: Working systematically to solve an open-ended problem
You’ll need: Paper, a pencil and counters if helpful
Say: “Two different whole numbers add to 20. Both are greater than zero. What could they be?”
Begin with 1 and 19, then 2 and 18.
Work towards the middle. The nine pairs are:
1 and 19; 2 and 18; 3 and 17; 4 and 16; 5 and 15; 6 and 14; 7 and 13; 8 and 12; 9 and 11.
Count reversed pairs only once. Ten and ten is excluded because the numbers must differ.
Make it easier: Find pairs totalling 8.
Try an extra challenge: Keep only pairs where both numbers are even. There are four: 2 and 18; 4 and 16; 6 and 14; 8 and 12.
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Day 28: Does That Answer Make Sense?
Today’s skill: Estimating and checking calculations
You’ll need: Paper and a pencil
Write 47 + 32 = 89 and ask your child to investigate.
First make a rough estimate: 47 is close to 50, and 32 is close to 30, so the total should be near 80.
Then calculate exactly:
40 + 30 = 70
7 + 2 = 9
70 + 9 = 79
Explain that estimating prompts a closer look; the exact calculation confirms the correction.
Make it easier: Check 9 + 8 = 27 using counters.
Try an extra challenge: Ask, “Would an answer close to our estimate always be correct?” Test 47 + 32 = 78. It looks reasonable, but calculating or checking another way shows it is still incorrect.
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Day 29: Design a Mini Garden
Today’s skill: Combining arrays, addition and a budget
You’ll need: Paper, a pencil and counters as pretend plants
Tell your child: “We want 3 rows of 4 plants. Each plant costs $2, and our budget is $30.”
Draw the arrangement and count the plants: 12.
Find the cost by doubling twelve:
12 × $2 = $24
There will be $6 left.
Make it easier: Plan 2 rows of 3 plants at $1 each.
Try an extra challenge: Ask, “Could we add one more complete row of four?” It would cost another $8, making $32, so the budget is short by $2. How many individual extra plants could the remaining $6 buy? Three.
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Day 30: Become the Maths Challenge Maker
Today’s skill: Creating problems, explaining reasoning and checking solutions
You’ll need: Favourite materials from the month, paper and a pencil
Invite your child to create a three-part maths challenge for you.
Choose one number puzzle, one practical problem and one shape, measurement or data question.
For each part, ask your child to prepare the information you need, work out a solution and decide how to check it.
Try the challenge together. If your interpretation differs from theirs, discuss whether the instructions need more detail.
Make it easier: Change the numbers in one favourite activity together.
Try an extra challenge: Create a problem with several correct answers and explain how to find them all. For example: “I can buy two different items for exactly $20. What could their whole-dollar prices be?” Use the systematic approach from Day 27.
Finish by asking, “Which idea would you like to explore next?”
Keep Exploring Maths Together
Completing this challenge gives you plenty of ideas to return to. Your child might want to redesign the toy town, invent another mystery code or run a pretend shop with different prices.
Notice which activities helped them explain their thinking and which ideas would benefit from another try. You can revisit a puzzle with smaller numbers, use objects to make it clearer or add a new condition for a deeper challenge.
Keep asking questions during everyday life: “How could we share this equally?”, “About how much will that cost?” or “How many days until our outing?” Give your child time to suggest a method, test it and check whether the answer makes sense.
The aim is to build understanding, confidence and curiosity through regular opportunities to think. Some discoveries come quickly; others grow through repeated practice.
Explore the Earlier Maths Challenges
Looking for activities for a younger sibling, or a chance to revisit earlier skills? Explore the previous challenges in this series:
- 30-Day Math Challenge for Preschoolers: 10 Minutes a Day: Playful activities exploring counting, sorting, patterns, shapes and everyday comparisons.
- 30-Day Maths Challenge for Year 1: Fun Activities in 10 Minutes a Day: Explore tens and ones, addition, subtraction, equal sharing, measurement and more.
Each challenge includes easier options and extra challenges. Choose activities that suit your child’s current understanding—you can move between the collections and repeat favourites whenever helpful.
Looking for more things to do with your child? Check out these posts:
- The Ultimate Guide to After-School Activities: 30+ Screen-Free Ways to Keep Kids Active, Engaged, and Happy
- 200 Simon Says Ideas for Kids: Fun Games by Age, Skill & Occasion
- Our Tree of Good Deeds: A Simple Way to Teach Kids Family Values
- 100 Name 3 Things Questions for Kids: A Fun Family Game
- 50 Meaningful Questions to Ask Your Kids Today (Organized by Themes)
Which challenge sparked the most interesting conversation in your home? Share your discoveries in the comments—I’d love to hear about them.
