Estimation question

Imagine there are 10,000 people on Mars. The only way of communication to Earth is through Gmail. How much bandwith is needed?

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What this question tests

Tests technical estimation: converting a communication use case into a bandwidth requirement using reasonable assumptions about message volume and size.

How to approach it

  1. Clarify scope: 10,000 people on Mars communicating with Earth via Gmail, so estimate email volume and size per person per day as the starting point.
  2. Estimate email volume: assume each person sends and receives a modest number of emails per day given communication delay to Mars, such as a handful of messages daily.
  3. Estimate average email size: mostly text, but assume some emails include attachments (photos), which dominate total data size compared to plain text.
  4. Calculate total daily data: multiply population by messages per person by average size per message, separating text-only and attachment-inclusive emails.
  5. Convert total daily data volume into a required bandwidth (data per second), accounting for the fact that transmission likely happens in scheduled windows, not continuously, given the Mars-Earth communication delay.
  6. State the final bandwidth estimate as a range with assumptions clearly labeled, rather than one precise number.

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