Grammar
N4 conditional

Conditional 〜たら (if / when / after)

Meaning

The most versatile conditional. "If/when A happens, B". Formed from the ta-form stem + ら. Used for one-time events, requests, intentions, and discoveries.

Formation

Notes

Most conversational conditional. CAN be followed by requests/intentions (unlike と/ば). Also: 〜たらどう (advice "why don't you ~?"); 〜たらいいですか ("what should I do?").

Examples

If it rains, the game is cancelled.

Breakdown
rain (subject) if falls match/game (topic) cancellation is

If you have time, please help. (request after conditional)

Breakdown
time (subject) if exists help (te) please

When I get home, I'll contact you.

Breakdown
home to when returned contact

If it rains (by any chance), I won't go. (もし emphasizes hypothesis)

Breakdown
if (by chance) rain (subject) if falls do not go

Why don't you study more? (たらどう = advice)

Breakdown
more if studied how about?

What should I do? (たらいいですか)

Breakdown
how if do is good?

When I went to Hokkaido, I saw something like this. (discovery)

Breakdown
Hokkaido to when went this kind of thing (object) saw

⚠️ Often confused with

Conditional と (whenever / when)

Two uses: (1) natural/habitual consequence — "whenever A happens, B happens"; (2) discover...

Conditional 〜ば (if / whenever)

A general conditional — "if A, then B". Formed from the hypothetical form (仮定形) of the...

Conditional 〜なら (if / given that)

A conditional based on the listener's stated or known information — "if it's the case that...

Even if 〜ても

"Even if A, B" / "no matter if A". Indicates that B happens regardless of A. The result is...

In case 〜場合は

"In the event that ~ / in the case that ~". Used to discuss what to do in a particular (of...

Unless 〜ないことには

"Unless ~", "without first ~ing" — nothing can proceed until this happens.

Supposing 〜としたら

"Supposing ~", "if we assume ~" — reasoning from a hypothetical.

Not until 〜てからでないと

"Not until ~", "unless ~ is done first" — a precondition that must come first.

If only 〜さえ〜ば

"If only ~", "as long as just ~" — one sufficient condition.