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Probability! | Mini Math Movies | Scratch Garden thumbnail

Probability! | Mini Math Movies | Scratch Garden

Scratch Garden·
4 min read

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TL;DR

Probability vocabulary is organized into three categories: certain (will happen), possible (might happen), and impossible (won’t happen).

Briefing

Probability is presented as a way to sort outcomes into three practical categories: certain (will happen), impossible (won’t happen), and possible (might happen). The lesson starts with everyday examples—eating dinner every day makes “tomorrow I will eat dinner” certain. By contrast, “tomorrow I will eat rocks” is impossible because rocks are hard, unpleasant, and dangerous to eat. Between those extremes sits uncertainty: “tomorrow I will eat spaghetti” is possible because it has happened before and is something the person likes.

After establishing the core vocabulary, the lesson turns into a quick classification game. Learners are asked to judge whether specific after-dinner events are certain, possible, or impossible. Falling asleep after dinner is treated as certain because it happens every night. Flying to the moon and meeting a dwarf named Betty is labeled impossible due to lack of a rocket ship, no prior experience going to the moon, and the assumption that dwarves don’t live there. Reading a book is marked possible because it sometimes happens before bed, even if it’s not guaranteed.

The activity then expands with a second set of scenarios: having dessert, being carried to bed by a unicorn, brushing teeth, and dreaming about unicorns. The structure stays consistent—each prompt asks learners to decide which probability word fits best based on what is known from experience or what seems unrealistic. The lesson also notes that probability language can include other terms like likely and unlikely, but it focuses on building fluency with certain, possible, and impossible.

The takeaway is less about formal math and more about reasoning from evidence: past routines and realistic constraints push an outcome toward “certain” or “impossible,” while outcomes that sometimes occur land in “possible.” Even the playful unicorn and dwarf examples reinforce the same logic—fantastical events can be classified as impossible when there’s no plausible basis for them, while familiar habits can be treated as certain. By the end, probability is framed as a simple mental tool for predicting what will happen, what won’t, and what might—using clear, kid-friendly categories rather than complicated formulas.

Cornell Notes

Probability is taught as a way to label outcomes as certain, possible, or impossible. “Certain” means an event will happen based on reliable patterns (like eating dinner every day or falling asleep every night). “Impossible” means it cannot happen given constraints and common sense (like eating rocks or flying to the moon to meet a dwarf named Betty). “Possible” covers events that might happen because they sometimes occur (like eating spaghetti or reading a book before bed). The lesson uses short, interactive scenarios to practice choosing the right probability word.

How does the lesson distinguish “certain” from “possible”?

“Certain” is reserved for outcomes that reliably happen based on consistent experience. Eating dinner every day makes “tomorrow I will eat dinner” certain, and falling asleep after dinner is treated as certain because it happens every night. “Possible” is used when an outcome sometimes happens but isn’t guaranteed—spaghetti is possible because it has been eaten before, and reading a book is possible because it happens sometimes before bed.

Why is “eating rocks” classified as impossible?

It’s impossible because the reasoning relies on strong, practical constraints: rocks are hard, don’t taste good, and could be very dangerous to eat. That combination makes the event not just unlikely but effectively ruled out, so it fits “impossible.”

What makes the moon-and-dwarf scenario impossible?

The scenario is impossible because it conflicts with real-world constraints and assumptions: there’s no rocket ship, there’s no prior experience going to the moon, and the idea that dwarves live on the moon is treated as implausible. With those barriers, the event can’t reasonably be expected to happen.

What role does prior experience play in labeling events?

Prior experience is used as evidence. If something happens regularly, it trends toward “certain” (dinner every day; sleep every night). If it happens sometimes, it trends toward “possible” (spaghetti for dinner; reading a book before bed). If there’s no realistic basis or it’s dangerous or constrained, it trends toward “impossible” (eating rocks; unicorns carrying you to bed).

How are the unicorn scenarios used to practice probability words?

Unicorn prompts create clear contrasts: a unicorn carrying someone to bed is treated as an impossible fantasy event because it lacks realistic support, while dreaming about unicorns is framed as possible because dreams can occur even if unicorns aren’t real in everyday life. The point is to match the probability label to what’s plausible given the situation.

Review Questions

  1. Give one example from the lesson of an event labeled certain, and explain the reasoning used.
  2. Why is “meeting a dwarf named Betty on the moon” classified as impossible?
  3. Create your own after-dinner scenario and label it as certain, possible, or impossible—then justify your choice.

Key Points

  1. 1

    Probability vocabulary is organized into three categories: certain (will happen), possible (might happen), and impossible (won’t happen).

  2. 2

    Reliable routines and repeated experience support labeling an outcome as certain.

  3. 3

    Strong constraints, danger, or lack of realistic means support labeling an outcome as impossible.

  4. 4

    Outcomes that sometimes occur without being guaranteed are labeled possible.

  5. 5

    Interactive scenarios after dinner are used to practice choosing the correct probability word.

  6. 6

    Other probability terms like likely and unlikely are mentioned, but the lesson focuses on certain, possible, and impossible.

Highlights

“Certain” is tied to dependable patterns—dinner every day makes dinner tomorrow certain.
“Impossible” comes from hard constraints and safety—eating rocks is ruled out as dangerous and unrealistic.
“Possible” fits when something has happened before but isn’t guaranteed—spaghetti and reading a book are both possible.
The moon-and-dwarf scenario is impossible because there’s no rocket ship and the premise doesn’t match real-world expectations.

Topics

  • Probability Basics
  • Certain Possible Impossible
  • Everyday Reasoning
  • Interactive Scenarios
  • Vocabulary Practice