Lesson 1.61.4–1.6 Catch-Up
Start hereWords, worked example, and sentence starters
Learning target I can show I am caught up on Lessons 1.4–1.6 by using each lesson's big idea in mixed practice.
Start hereWords for this lesson
Read each word before you begin. Say it out loud.
| Word | What it means | Example |
|---|---|---|
| argumentSpanish: argumento | A chain of reasons — equations, drawings, or words — used to defend your thinking. | “Two jumbo boxes hold more, because 400 × 2 = 800 > 720.” |
| conjectureSpanish: conjetura | A mathematical statement you believe is true but have not yet proven. | “A bigger box ALWAYS holds more cereal” — believed, not yet proven. |
| counterexampleSpanish: contraejemplo | A single example that shows a statement is not always true. | One jumbo box sold half full of air breaks “bigger always holds more”. |
| volumeSpanish: volumen | The amount of space a solid figure takes up, measured in cubic units. | 8 in × 3 in × 10 in = 240 cubic inches of cereal space. |
| cubic unitSpanish: unidad cúbica | A cube with edges 1 unit long — the unit used to measure volume. | One cube, 1 unit on every edge — the block volume is counted in. |
| patternSpanish: patrón | Something that repeats or changes in a predictable way. | 1, 3, 7, 15, 31 — each tower's steps follow a predictable jump. |
How it worksWorked example
These numbers are not on your problems. The steps are. Follow them with your own numbers.
Lesson 1.4 — Math is Explaining and Sharing: We can defend a recommendation using equations, drawings, or words — and volume in cubic units gives the equations something exact to say.
- Lesson 1.5 — Math is Finding Patterns: We use the patterns and relationships we notice to solve problems, make generalizations, and check that our solutions are reasonable.
- Lesson 1.6 — Math is Ours: We make sense of problems, look for patterns, choose representations and tools, make a plan, watch our progress, and shift strategies when needed — together and on our own.
Now you trySame steps, your turn
The steps are the same as the worked example. The numbers are yours. Do the work.
From 1.4: Not every good reason is an equation. Finish this argument: “I recommend buying two jumbo boxes because …”
Say it and write itSentence starters
Finish each sentence out loud with a partner. Then use them in your writing.
Word bank argumentconjecturecounterexamplevolumecubic unitpattern
Watch outA common mistake
Treating 'stuck' as a stop sign instead of a signal — waiting silently instead of trying a strategy: asking a question, drawing the problem, or recalling a similar problem.
Lesson 1.61.4–1.6 Catch-Up
Catch-UpSkill bridge
Learning target I can show I am caught up on Lessons 1.4–1.6 by using each lesson's big idea in mixed practice.
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1Circle the letter of the best answer. Show how you know.
(Lesson 1.4) An egg muffin is about 60 calories. A plate holds 4 egg muffins. About how many calories are on the plate?
- AAbout 15
- BAbout 64
- CAbout 240
- DAbout 600
Hint How many muffins, and how many calories in each one?
Show your work -
2Circle the letter of the best answer. Show how you know.
(Lesson 1.4) A large cereal box is 8 in long, 3 in wide, and 10 in tall. What is its volume?
- A21 cubic inches
- B80 cubic inches
- C240 cubic inches
- D240 square inches
Hint Volume of a box is length × width × height.
FormulaPut the numbers inWork it outAnswer with its unit- 1Name itWhich measure is asked?
- 2Write the formulaBefore any numbers.
- 3SubstituteMatch each letter.
- 4Unitunits, sq units, or cubic?
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3Circle the letter of the best answer. Show how you know.
(Lesson 1.5) Each penny has a value of $0.01. What is the value of 100 pennies?
- A$0.10
- B$1.00
- C$10.00
- D$100.00
Hint A penny is one hundredth of a dollar.
Show your work -
4Circle the letter of the best answer. Show how you know.
(Lesson 1.5) Each quarter has a value of $0.25. Following the pattern, what is the value of 100 quarters?
- A$2.50
- B$25.00
- C$100.25
- D$250.00
Hint Multiplying by 100 moves the decimal point.
Show your work -
5Circle the letter of the best answer. Show how you know.
(Lesson 1.6) A bicycle rack holds 8 bikes, and each bike has 2 wheels. How many wheels are on the rack?
- A4
- B10
- C16
- D82
Hint How many groups, and how many wheels in each group?
Show your work