

Cover's Kitchen Table
Welcome To Cover's Kitchen!
Cover loves cooking, preparing food, and hosting her friends.
As she sets the table, she is thinking about fairness, sharing, quantity, organization, and planning—all important mathematical ideas.
When you explore this room together, encourage your child to think like a host:
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Is there enough food?
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Does everyone have what they need?
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How can we share fairly?
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What should we do if more guests arrive?
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Hidden Big Kid Math
Cover's kitchen helps children build foundations for:
πͺ Fractions
πͺ Division
πͺ Ratios
πͺ Percentages
πͺ Measurement
πͺ Statistics
πͺ Probability
πͺ Integers
πͺ Algebra
πͺ Optimization
When children think about sharing food, deciding whether there is enough, predicting what people might choose, and organizing a meal, they are engaging in some of the same mathematical ideas used by chefs, engineers, economists, and scientists.
Start With Observation
Notice
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What foods do you see?
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What is Cover doing?
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Which foods look homemade?
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What foods would you choose?
Wonder
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How many friends are coming?
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How many people can sit at the table?
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Which food do you think will run out first?
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Which food would be most popular?
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(Some foods are ambiguous)
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What do you think that food is?β
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Include their unique answers in future questionsβ
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Math Explorers
π½οΈ Table Setting Detective
Questions
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How many chairs do you see?
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How many plates are on the table?
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How many forks?
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How many knives?
Think Like a Host
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Does every plate have a fork?
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Does every guest have a seat?
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What is missing?
Future Mathematics
β One-to-One Correspondence
The foundation of multiplication, division, and algebra.
Counting Collections π
Questions
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How many strawberries do you see?
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How many cookies?
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How many sandwiches?
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etc
Compare
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Which food appears most often?
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Which food appears least often?
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How do you know?
Future Mathematics
β Statistics and Data Analysis
Division Without Worksheets
Imagine Cover invites friends over.
Questions
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If 4 friends come, how many sandwiches could each friend receive?
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If 8 friends come, what changes?
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If 10 friends come, is there enough food?
β
Future Mathematics
β Division
β Ratios
β Proportional Reasoning
Fraction Thinking
Part of a Whole
Look at the cookie tray.
Ask:
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If there are 12 cookies and 3 are eaten, what part remains?
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What part is gone?
Look at the sandwiches.
Ask:
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Why were the sandwiches cut?
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What happens when we cut food into equal pieces?
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Sharing Fairly
Imagine:
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8 friends arrive.
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12 cookies are available.
Questions:
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Can everyone have one?
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Will there be leftovers?
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How could we share fairly?
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Fraction Language
Introduce:
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whole
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half
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part
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equal shares
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quarter
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piece
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Parent Tip
The goal is not learning fraction symbols.
The goal is developing intuition that wholes can be divided into equal parts.
Data Scientist Corner
Imagine every guest (you can repeat this activity with different amounts of guests or with the people in your life or family) chooses one favorite food.
Questions
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Which food do you think would get the most votes?
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Which food would get the fewest votes?
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Create a Prediction
Make a chart:
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Food. Votes
_______________________________________________
Cookies
Sandwiches
Strawberries
French Fries
Apples
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Future Mathematics
β Statistics
β Surveys
β Data Visualization
Negative Number Thinking
Young children can begin understanding negative numbers through real-life situations.
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Cookie Bank
Imagine:
Cover starts with 10 cookies.
She promises 12 cookies to guests.
Ask:
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Does she have enough?
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How many more does she need?
Explain:
Mathematicians sometimes use negative numbers to represent being below what is needed.
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You can recreate this situation with different numbers of guests, different food items, and varying availabilities of food items.
Pre Algebraic Thinking
If Cover invited ____ guests to the house (fill in the blank with any number of guests
Ask:
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If every guest gets 2 strawberries, how many strawberries do we need?
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What if one more friend arrives?
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How does the answer change?
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Children are beginning to think about relationships between quantities.
That is algebra.
Parent Corner
Instead of only asking:
β How many cookies are there?
Also Try:
β Do you think there are enough cookies for everyone? How do you know?
Instead of only asking:
β How many sandwiches do you see?
Also Try:
β How could we make sure everyone gets a fair share?
The richest mathematics often comes from discussing fairness, planning, and decision-making.
Try It At Home:
Host A Teddy Bear Lunch
Invite stuffed animals.
Ask:
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How many plates do we need?
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How many snacks should each guest receive?
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What happens if another guest arrives?
Share a Snack
Take 8 crackers.
Practice:
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splitting into equal groups
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creating halves
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creating fourths
Family Survey
Ask family members:
"What is your favorite snack?"
Create a graph together.
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