Make a plan. Check it. Make it useful.

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Make three pretend craft trays with four paper pieces each and two spare pieces.

Plan five tiny building kits with five blocks each and four loose repair blocks.

Seven display panels each need eight caption cards; keep six spare cards.

Put 24 pretend tickets into envelopes that hold four tickets each.

Arrange 42 seed-picture cards in sets of six for an indoor paper garden.

Sort 72 event labels into bundles of eight labels each.

Share 18 blank music cards equally among three rehearsal tables.

Share 56 costume-design labels equally among seven workshop desks.

Share 81 puzzle cards equally among nine teams in a fictional club.

Three art folders each need 14 caption cards.

Six display trays each need 12 blank labels.

Seven mini-game packs each need 13 counters.

Arrange 32 paper visitor tokens in rows of eight or rows of four. Choose fewer rows.

Seat 48 toy travellers in paper models with eight places or twelve places. Choose fewer models.

Bundle 72 blank cards in bundles of nine or bundles of eight. Choose fewer bundles.

Four pretend kits cost $6 each, with one $5 fee. A supplied budget is $40.

Seven pretend sets cost $8 each, with one $6 fee. A supplied budget is $70.

Nine pretend packs cost $9 each, with one $8 fee. A supplied budget is $100.

Four pretend kits cost $18 each, plus one $7 fee. The budget is $80.

Six pretend sets cost $17 each, plus one $9 fee. The budget is $110.

Eight pretend packs cost $23 each, plus one $12 fee. The budget is $200. Explain why rounding down to $170 is not enough to decide.

Exactly 15 paper cards are required. A has three cards for $9; B has five cards for $20. Whole packs only; all prices pretend.

Exactly 12 labels are required. A has four for $20; B has six for $24. Whole packs only; all prices pretend.

Exactly 24 game cards are required. A has eight for $24; B has six for $24. Whole packs only; all prices pretend.

Five pretend packs cost $9 each plus one $4 fee. A fictional note uses 5 + 9 + 4 = 18.

Eight pretend sets cost $6 each plus one $7 fee. A fictional note uses 8 + 6 + 7 = 21.

Nine pretend kits cost $7 each plus one $8 fee. A fictional note uses 9 + 7 + 8 = 24.

Exactly 24 labels are needed. A packs six for $10; B packs eight for $14. One $5 fee; budget $50; whole packs and no extra labels. Both plans fit: justify a choice for lower cost.

Exactly 30 cards are needed. A packs six for $12; B packs ten for $25. One $8 fee; budget $80; whole packs and no extra cards.

Exactly 48 tokens are needed. A packs eight for $18; B packs six for $15. One $9 fee; budget $120; whole packs and no extra tokens.

For a fictional class activity, make 2 groups with 7 items in each and keep 3 loose extras. Label the quantities, find the total and check.

For a fictional community display, make 4 groups with 5 items in each and keep 2 loose extras. Label the quantities, find the total and check.

For a fictional class activity, 28 items go into groups of 7. How many complete groups? Label what is unknown and check.

For a fictional community display, 54 items go into groups of 9. How many complete groups? Label what is unknown and check.

For a fictional class activity, share 28 items equally among 4 groups. Draw the known groups, find the amount per group and check.

For a fictional community display, share 54 items equally among 6 groups. Draw the known groups, find the amount per group and check.

For a fictional class activity, 3 groups need 15 items each. Use and explain an efficient strategy that matches the model.

For a fictional community display, 4 groups need 19 items each. Use and explain an efficient strategy that matches the model.

For a fictional class activity, 32 items go into groups of 8. How many complete groups? Label what is unknown and check.

For a fictional community display, share 32 items equally among 4 groups. Draw the known groups, find the amount per group and check.

4 pretend kits for a fictional class activity cost $7 each plus one $3 fee. Budget $40. Find cost and amount left or over; all prices fictional.

5 pretend kits for a fictional community display cost $9 each plus one $4 fee. Budget $60. Find cost and amount left or over; all prices fictional.

4 pretend kits for a fictional class activity cost $19 each plus one $2 fee; budget $80. Round both prices up to whole tens, explain the check's limits and calculate exactly.

5 pretend kits for a fictional community display cost $16 each plus one $3 fee; budget $80. Round both prices up to whole tens, explain the check's limits and calculate exactly.

Need exactly 12 items for a fictional class activity. Pretend A packs 3 for $9; B packs 4 for $16. Whole packs and no extras. Compare full costs for the same quantity. Work out the whole-dollar cost of one item in each offer. Explain how those unit costs help you check the full-cost comparison.

Need exactly 24 items for a fictional community display. Pretend A packs 6 for $18; B packs 8 for $32. Whole packs and no extras. Compare full costs for the same quantity. Work out the whole-dollar cost of one item in each offer. Explain how those unit costs help you check the full-cost comparison.

6 pretend kits for a fictional class activity cost $8 each plus one $5 fee. Budget $60. Find cost and amount left or over; all prices fictional.

7 pretend kits for a fictional community display cost $9 each plus one $4 fee. Budget $80. Find cost and amount left or over; all prices fictional.

For a fictional class activity, need exactly 24 items. Pretend A packs 6 for $10; B packs 8 for $14. One $5 fee, budget $50. Whole packs/no extras. Choose lower cost among valid plans; if tied choose fewer packs. Send a useful note.

For a fictional community display, need exactly 36 items. Pretend A packs 6 for $12; B packs 9 for $18. One $7 fee, budget $80. Whole packs/no extras. Choose lower cost among valid plans; if tied choose fewer packs. Send a useful note.

Draw three imaginary desk packs with five blank labels each and one spare. Write or dictate the total and point to the spare.

Draw 30 paper tokens. Put five in each imaginary bag. How many complete bags?

Share 24 drawn stars equally among four imaginary displays. What does each display get?

Plan three paper kits with 17 labels each. Explain one way to avoid recounting all labels.

Place 24 drawn visitors in rows of six or rows of eight. Which plan uses fewer rows?

Three made-up kits cost $8 each plus one $5 fee. Supplied pretend budget: $40. What is the cost and what is left?

Three pretend kits cost $19 each plus one $2 fee. Budget: $60. Round up, then decide using the exact cost.

Need exactly 18 cards. Offer A: six for $12. Offer B: three for $9. All prices made up; whole packs only.

A pretend note says four $7 kits plus a $3 fee cost 4 + 7 + 3 = $14. Fix the first mistaken step.

Need exactly 20 labels. A packs five for $10; B packs four for $12. One $5 fee and $50 budget. Write a useful short plan.

Six display packs each hold seven cards. Two cards from each pack need replacing, plus three spare cards. How many replacement cards should be prepared?

48 labels go into bags of six. Four of the completed bags are reserved. How many completed bags remain?

Share 72 cards among eight stations. Then give every station two extra cards. What is each station's final amount and the new total?

Four kits need 19 labels each. Explain two efficient strategies and show why both fit.

Exactly 60 tokens need rows of six or rows of ten. First choose fewer rows; then choose the plan that uses the six-place row templates supplied.

Five kits cost $12 each plus one $8 fee. Supplied budget $100. Two unused kits may be removed, and the fee stays. Compare plans.

Five $18 kits plus one $4 fee; budget $95. Explain two estimates and why the exact result decides.

Need 24 cards. A packs six for $12; B packs eight for $24. A has a one-off $10 fee and B none. Which full plan costs less?

A note correctly finds six $8 kits=$48, then writes 6 × $3=$18 for a setup fee that is paid once. Repair and check.

Need exactly 36 labels. A packs six for $12; B packs nine for $18. One $7 fee for either; budget $80. What can the maths decide, and what remains a preference?

For display packs and spare caption cards, make 3 groups with 6 items in each and keep 4 extra items outside the groups. Find the total; label what each number counts and show a check.

For repair packs and spare labels, make 5 groups with 7 items in each and keep 2 extra items outside the groups. Find the total; label what each number counts and show a check.

For game kits and loose counters, make 6 groups with 8 items in each and keep 3 extra items outside the groups. Find the total; label what each number counts and show a check.

For garden-plan folders and spare picture cards, make 8 groups with 9 items in each and keep 5 extra items outside the groups. Find the total; label what each number counts and show a check.

For envelopes of pretend tickets, there are 24 items in total and 6 items in each complete group. How many groups can be made? Show the grouping and label the answer.

For bundles of workshop labels, there are 30 items in total and 5 items in each complete group. How many groups can be made? Show the grouping and label the answer.

For packs of game cards, there are 48 items in total and 8 items in each complete group. How many groups can be made? Show the grouping and label the answer.

For sets of display pictures, there are 72 items in total and 9 items in each complete group. How many groups can be made? Show the grouping and label the answer.

For cards shared among activity tables, share 30 items equally among 5 groups. How many items does each group get? Draw the known groups first and label the answer per group.

For labels shared among repair desks, share 36 items equally among 4 groups. How many items does each group get? Draw the known groups first and label the answer per group.

For picture tokens shared among game stations, share 42 items equally among 7 groups. How many items does each group get? Draw the known groups first and label the answer per group.

For caption cards shared among display corners, share 64 items equally among 8 groups. How many items does each group get? Draw the known groups first and label the answer per group.

For caption cards for art folders, 4 groups need 13 items each. Find the total using an efficient strategy and explain how its parts appear in the model.

For labels for repair kits, 3 groups need 18 items each. Find the total using an efficient strategy and explain how its parts appear in the model.

For tokens for game packs, 6 groups need 14 items each. Find the total using an efficient strategy and explain how its parts appear in the model.

For picture cards for learning trays, 5 groups need 19 items each. Find the total using an efficient strategy and explain how its parts appear in the model.

3 pretend craft kits cost a made-up $8 each plus one $5 fee. The supplied budget is $40. Find the exact cost and amount left or over. All prices are fictional.

6 pretend display packs cost a made-up $7 each plus one $4 fee. The supplied budget is $50. Find the exact cost and amount left or over. All prices are fictional.

8 pretend repair sets cost a made-up $9 each plus one $6 fee. The supplied budget is $80. Find the exact cost and amount left or over. All prices are fictional.

7 pretend mini-game kits cost a made-up $12 each plus one $5 fee. The supplied budget is $100. Find the exact cost and amount left or over. All prices are fictional.

4 pretend activity kits cost a made-up $19 each plus one $3 fee. Budget $80. Round both prices up to whole tens for a check. Explain whether that check decides affordability; then calculate exactly.

5 pretend workshop packs cost a made-up $17 each plus one $6 fee. Budget $90. Round both prices up to whole tens for a check. Explain whether that check decides affordability; then calculate exactly.

3 pretend display sets cost a made-up $28 each plus one $7 fee. Budget $95. Round both prices up to whole tens for a check. Explain whether that check decides affordability; then calculate exactly.

6 pretend game sets cost a made-up $16 each plus one $9 fee. Budget $100. Round both prices up to whole tens for a check. Explain whether that check decides affordability; then calculate exactly.

Exactly 18 blank picture cards are required. Offer A: 6 for a made-up $18; B: 3 for $12. Whole packs only and no extras. Compare full costs and explain the cheaper plan.

Exactly 24 repair labels are required. Offer A: 8 for a made-up $32; B: 6 for $18. Whole packs only and no extras. Compare full costs and explain the cheaper plan.

Exactly 20 game counters are required. Offer A: 4 for a made-up $16; B: 5 for $15. Whole packs only and no extras. Compare full costs and explain the cheaper plan.

Exactly 30 caption cards are required. Offer A: 5 for a made-up $15; B: 6 for $24. Whole packs only and no extras. Compare full costs and explain the cheaper plan.

For a fictional caption display, need exactly 24 items. A packs 6 for a made-up $12; B packs 8 for $20. One $6 fee for either plan; budget $60. Whole packs, no extras. Choose lower total cost among valid plans; if tied, choose fewer packs. Give a useful organiser note.

For a fictional activity club, need exactly 30 items. A packs 5 for a made-up $10; B packs 6 for $18. One $5 fee for either plan; budget $70. Whole packs, no extras. Choose lower total cost among valid plans; if tied, choose fewer packs. Give a useful organiser note.

For a fictional quiet game session, need exactly 36 items. A packs 6 for a made-up $12; B packs 9 for $18. One $7 fee for either plan; budget $80. Whole packs, no extras. Choose lower total cost among valid plans; if tied, choose fewer packs. Give a useful organiser note.

For a fictional repair demonstration, need exactly 48 items. A packs 8 for a made-up $16; B packs 6 for $15. One $9 fee for either plan; budget $110. Whole packs, no extras. Choose lower total cost among valid plans; if tied, choose fewer packs. Give a useful organiser note.