Modals of deduction: must / can't / might
Certainty and possibility in the present.
When we make a logical conclusion about the present based on evidence or clues, we use modal verbs of deduction instead of saying 'I think' or 'I know'. We use 'must' when we are almost certain something is true — the evidence strongly points to it. We use 'can't' (or 'cannot') when we are almost certain something is NOT true — it is logically impossible given what we know. We use 'might', 'may', or 'could' when we think something is possible but we are not sure either way. The structure is always modal + base verb (the infinitive without 'to'), for example: 'She must be tired' (never 'must is tired'), 'He can't be at home' (the lights are off), 'They might know the answer'. The strength of certainty goes: must (near certain true) > might/may/could (50/50 possible) > can't (near certain false). Notice that 'must' here is deduction, NOT obligation — context tells you which meaning is intended. For example: The classroom is empty and the bell has rung — the students must be in the hall; they can't be in the classroom.
Key terms
| Modal | Certainty | Example |
|---|---|---|
| must | Sure it IS true (strong evidence) | She must be the teacher — she has the register. |
| can't | Sure it is NOT true (logically impossible) | He can't be hungry — he just ate a full meal. |
| might / may / could | Possible, but not sure either way | They might be in the library. |
| Level | Modal |
|---|---|
| Certain yes (near-certain true) | must |
| Possible (50/50, not sure) | might / may / could |
| Certain no (near-certain false) | can't |
- 1Read the clue: 'Kamran scored 100% on every maths test this year. He ___ be very good at maths.'
- 2Judge the certainty: Perfect scores all year are strong evidence that points clearly to one conclusion: he IS very good at maths.
- 3Match to the scale: Certain yes (near-certain true) means you choose 'must', not 'might' (too weak) and not 'can't' (the opposite).
- 4Build the sentence: Use modal + base verb: 'He must be very good at maths.' (not 'must is', not 'must to be').
- 1Read the clue: 'He is only five years old. He ___ be the school director.'
- 2Judge the certainty: A five-year-old being a school director is logically impossible, so you are nearly certain it is NOT true.
- 3Match to the scale: Certain no (near-certain false) means you choose 'can't', not 'must' (the opposite) and not 'might' (too weak).
- 4Build the sentence: Use modal + base verb: 'He can't be the school director.'
For a near-certain NEGATIVE deduction, use 'can't', NOT 'mustn't'. 'Mustn't' means prohibition (you are not allowed to), so 'He mustn't be at home' is wrong — say 'He can't be at home.'
Here 'must' is deduction (a conclusion from evidence), NOT obligation. 'You must be working day and night' deduces a fact; 'You must finish your homework' is a requirement. Context tells you which meaning is intended.
Always use modal + BASE verb (the infinitive without 'to'). Say 'must be', 'might know', 'can't be' — never 'must to be', 'must is', 'might knows', or 'can't being'.
Remember the scale: must (near-certain true) is stronger than might / may / could (just possible), which is stronger than can't (near-certain false). Match the modal to how strong your evidence is.
Rules
- 1Use 'must + base verb' when the evidence makes you almost certain something is true: 'She must be the teacher — she has the register.'
- 2Use 'can't + base verb' when the evidence makes you almost certain something is NOT true: 'He can't be hungry — he just ate a full meal.'
- 3Use 'might / may / could + base verb' when something is possible but not certain: 'They might be in the library.'
- 4The structure is always modal + BASE verb (infinitive without 'to'): say 'must be', NOT 'must is' / 'must to be'.
- 5The scale of certainty: must (very likely true) → might/may/could (possible) → can't (very likely false).
Practice
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