Destination Space
The Great Silence
- Subject Area
- Space Science
- Estimated Classroom time
- 50 minutes
- Difficulty
- 3 of 3 — Challenging
If the universe is so vast, why haven't we heard from anyone?
Main Theme: Scientists often use models and estimates to investigate questions that cannot be answered directly. The Drake Equation organises what we do and do not know about alien life, and the Great Silence shows that uncertainty and incomplete evidence can lead to multiple plausible explanations that must be evaluated using reasoning rather than resolved with certainty.
Grab your resources
Session Plan
The full session, stage by stage: what to say, what to do, and what to expect from the students.
Slide Deck
Everything you'll put on the board, in order. Speaker notes included.
ITZA Pathways
One link covers everything for this session: both pathways, the minigame for early finishers, and the extension activities.
Learner Journal
The five-part reflection learners complete in the plenary of every session.
Session objectives
Explain what the Drake Equation is and why Frank Drake created it.
Identify the eight variables in the Drake Equation and classify which can be estimated with confidence and which remain unknown.
State the Fermi Paradox in their own words.
Describe at least three possible explanations for the Great Silence.
Evaluate competing explanations for an unresolved scientific question and justify which they find most convincing.
Misconceptions to watch for
If aliens existed, we would definitely have heard from them by now.
This assumes we are listening in the right way, at the right time, in the right place, and that any civilisation would choose to broadcast. All of these assumptions are genuinely uncertain. We have only been looking for radio signals for about 60 years, which is less than a blink of an eye in the 13.8-billion-year history of the universe.
Scientists agree on why we haven’t found aliens.
There is no scientific consensus. The Fermi Paradox remains genuinely unresolved, and multiple explanations are taken seriously by different scientists.
If a student asks…
- Does the Drake Equation tell us how many aliens there are?
- The Drake Equation produces wildly different answers depending on the assumptions used for its unknown variables, ranging from tens of thousands of civilisations to fewer than one. Its real value is in organising the question, not answering it. It’s a map of our ignorance, not a calculator to find aliens.
Got longer?
Teacher Tips
Hook
- It helps to reveal the four facts (100 to 400 billion stars, many with planets, some potentially habitable, a universe over 13 billion years old) one at a time rather than all at once. Let each one add weight before you ask the question.
- You might give the full minute of individual thinking time before pairs talk, and not rush the share-back. The point is generating a wide spread of guesses, not landing on one quickly.
- If the room’s quiet, the age prompt can help: humanity has existed for a tiny fraction of the universe’s history, so “What might have happened to older civilisations before we even showed up?” It usually gets things moving.
ITZA Pathways
- On Pathway 1, you could ask “Which Drake Equation variable do you find hardest to imagine ever measuring, and why?” It gets at the real distinction the session is teaching: some things are hard science, and some are still pure guesswork.
- On Pathway 2, “Which explanation for the Great Silence do you find most unsettling?” is a good way to check learners have taken in more than one.
- “Which fact surprised you most?” works well here too.
Classroom Activity
- Part 1 is 4 minutes, so it helps to keep it moving. The value is in the disagreement over where to place the harder variables, not in getting every pair to finish neatly.
- Part 2 is 3 minutes per explanation. It helps to push learners past “yes it could be true” and into the actual flaw or counter-argument for each one. That’s the harder, more useful skill.
- It’s worth not resolving which explanation is “correct” at the end, since there isn’t one. The goal is a justified opinion, not agreement across the room.
Plenary
- The reflective question is a straight “What’s most likely and why?”, so it helps to push for one specific reason rather than a vague preference.
- The lock-in is from Arthur C. Clarke, the British science fiction author best known for 2001: A Space Odyssey. He’s saying that either answer to “Are we alone?” is unsettling, which is the Great Silence puzzle from today. It’s short, so it works to read it just as it is, then ask “Why would he say both are terrifying?”
Learner journal tip
If using the editable journal, it helps to have each learner make their own copy at the start of the course and save it somewhere easy to find again. Perhaps in a folder on their laptop or in their school drive. It carries across every session, so if the plenary runs short, they can finish Part 2 or the later sections at home without losing earlier reflections.
Extensions
Explore(opens in a new tab)Extension 1
How Bats Use Sound Back How Bats Use Sound
Scientists search the cosmos for unseen signals from intelligent life. One remarkable bat has been doing something very similar for millions of years, just to find food.
Explore(opens in a new tab)Extension 2
Impossible to Intercept
How might alien civilisations hide their communications? One Earth inventor designed a system to go deliberately undetected.
Curriculum links
- Physics
- adio telescopes and how radio waves travel efficiently across vast distances. The scale of the Milky Way and the observable universe.
- Maths
- Working with extremely large numbers, including one sextillion (a 1 followed by 21 zeroes). Using a mathematical model with multiple variables to estimate an unknown quantity.
- History of Science
- Frank Drake's development of the Drake Equation in 1961. Enrico Fermi's 1950 lunchtime question that became known as the Fermi Paradox.
- English & Literacy
- Evaluating competing scientific explanations and constructing a justified, evidence-based opinion.
- Philosophy
- What it means for a question to remain genuinely unresolved in science, and how to reason carefully under deep uncertainty.