Practice Set · Part 1
Math is Everywhere
Pick up where we left off
Where we left off
Our goal: With my small group, I can find applications of math outside of school — in professions like being a chef, in hobbies like gardening, and around my own house — one step at a time, with support.
The big idea: People use math every day in their professions and their hobbies — and it is a good tool for solving problems around your house, too.
Model to copy — Watch me find the math in a chef's day
- When chefs plan menus, they determine the number of items on the menu and calculate the price point for each item.
- They decide on the portion size of each item and project how much food is needed for each day.
- They calculate how much of each ingredient to order — that is counting, measuring, and multiplying, all before a single dish is cooked.
Start here
You did these with your group. Now do them on your own — the model above is yours to copy.
- 1
Same stepsFinish what the group started. Use the model above, step for step.
Let's find the math in a garden together: A planter that is 4 feet long and 2 feet wide has an area of 4 × 2 = 8 square feet — that tells us how many plants fit. If the soil needs to be 1 foot deep, the volume is 4 × 2 × 1 = 8 cubic feet — that tells us how much soil to buy. Gardeners also measure seed depth and the distance between seeds. What other garden decisions need math?My first step is ___ , because the problem asks for ___ .
Show your work - 2
Warm restartWhat is 0.3 × 5?
- A1.5
- B15
- C0.15
- D5.3
- 3
Warm restartWhat is 0.4 × 0.7?
- A0.28
- B2.8
- C28
- D0.028
- 4
Warm restartA notebook costs $2.45. How much do 6 notebooks cost?
- A$14.70
- B$14.10
- C$1.47
- D$147.00
Practice Set · Part 2
Math is Everywhere
Keep going
You answered these out loud. Now write them.
Answer, then say how you know — the reason is the part that counts.
- 5
Think it throughA chef is deciding how many portions of a new dish to prepare tonight, based on how many customers are expected. Which math task is this?
- AProjecting how much food is needed for the day
- BSetting the price of the dish
- CDecorating the plate for presentation
- DNaming the dish on the menu
Why is that the answer?
I chose ___ because ___ .
- 6
Think it throughA gardener knows the size of their planter box and wants to know how much soil to buy to fill it. What should the gardener calculate?
- AThe area of the planter
- BThe volume of the planter
- CThe perimeter of the planter
- DThe number of leaves per plant
How do you know?
I chose ___ because ___ .
- 7
Think it throughLeaving the water running while brushing wastes an average of 4 gallons compared to turning the water on only to rinse. If one person brushes twice a day for a year (365 days), how many gallons would they save by turning the water off?
- A730 gallons
- B1,460 gallons
- C2,920 gallons
- D5,840 gallons
Explain your thinking.
I chose ___ because ___ .
- 8
Back to the modelThe chef plans a planter that is 4 feet long and 2 feet wide, filled 1 foot deep with soil. What two different things does the chef calculate about that planter, and why are they different?
The chef calculates ___ to find how many plants fit and ___ to find how much soil to buy.
Sort it again — on paper this time
Write the letter of the group each one belongs in.
- Calculate the price point for each item
- Decide on the portion size of each item
- Project how much food is needed for each day
- Calculate how much of each ingredient to order
- Calculate the volume of the planter to find the amount of soil needed
- Calculate the area of the planter to decide how many plants to plant
- Measure the distance between seeds
- Measure how deep to plant each seed
Practice Set · Part 3
Math is Everywhere
Words and reasoning
Word bank · Banco de palabras
Use the words
Fill each blank with a word from the bank.
- A job someone is trained to do, like chef or nurse, is a ___.
- The supply a business keeps on hand, tracked by counting, is its ___.
- The measured amount of food served to one person is a ___.
- The flat space a surface covers, in square units, is its ___.
Explain the thinking
- 9
Find the mistakeAnother student made this exact mistake in this lesson. Explain why it is wrong, then write what they should have done.
The mistake: Believing math only 'counts' when it happens in a classroom — and walking past the calculating, measuring, and projecting inside jobs, hobbies, and chores every day. - 10
Say moreWhen you sorted the chef's tasks from the gardener's tasks, what made a card belong with 'calculating the volume of the planter' instead of 'calculating the area of the planter'?
This card belongs with volume because it is about ___.
- 11
Change one numberGo back to Part 1 and pick one problem you already solved. Change one number in it, then solve your new version. Show every step.
If ___ changed to ___ , then ___ .
Show your work
Practice Set · Part 4
Math is Everywhere
Show what you know
Last check
These two come from Lesson 9.4. If they are shaky, that is the lesson to revisit — not this one.
- 12
Show what you knowQuick check — you've got this: Which statement best shows what this lesson means by 'math is everywhere'?
- APeople use math every day in their professions and hobbies, and it solves problems around the house too
- BMath only appears in jobs that involve money
- CMath is a school subject with little relevance to life outside the classroom
- DOnly trained professionals like chefs are able to use math
Explain your choice.
I know it is ___ because ___ .
- 13
From Lesson 9.4Quick check — you've got this: The plant produces 2.5 cars per hour. Using 2.5h = 1,000, how many hours does the order of 1,000 cars take?
- A400 hours
- B2,500 hours
- C997.5 hours
- D40 hours
- 14
From Lesson 9.4Bakery B charges $2.50 per cupcake with no fee: cost = 2.5n. Solving 2.5n = 110 gives n = 44 cupcakes. Which bakery should Yelina choose to get more cupcakes within her $110 budget?
- ABakery A, because 50 cupcakes is more than 44 cupcakes
- BBakery B, because 2.5 is greater than 2
- CBakery A, because it has a delivery fee
- DThey are the same, because both cost exactly $110
Be honest — this tells your teacher what to do next
| I can… | Not yet | Getting there | Got it |
|---|---|---|---|
| I can find applications of math outside of school — in professions like being a chef, in hobbies like gardening, and around my own house — one step at a time, with support. | |||
| I can explain why it works: People use math every day in their professions and their hobbies… | |||
| I can talk through each step out loud using a sentence frame and the lesson's key words. |
One question I want to ask my group next time