All Fermi answers
Fermi #69 · Question 3

A hockey rink's ice is about 1 inch (2.5 cm) thick. How many rinks' worth of ice could you freeze from the water in one Olympic swimming pool?

Explore the official answer and the simple reasoning behind this Fermi estimate.

3QUESTION 3 OF 3

Answer & explanation

The official answer, with Fermi’s reasoning step by step.

Answer & explanation

Official answer

62

rinks

How to estimate it

Fermi’s official “Napkin math”

An Olympic pool is about 7 feet deep, so 84 one-inch layers of water. How big is a pool next to a rink? About 160 by 80 feet against 200 by 85, so call it three quarters of a rink.

Pool depth, ~7 ft
84 layers of 1 in
Pool floor vs rink floor
× 3/4
84 × 3/4
≈ 63 rinks

Rounded assumptions may give a slightly different estimate. The official answer above is the game’s reference value.

Source calculation & reference
Olympic pool, 50 m × 25 m × 2 m deep
2,500,000 liters
Water to make one NHL ice sheet, 10,600 gallons (Science of NHL Hockey)
÷ 40,000 liters
2,500,000 ÷ 40,000
≈ 62 rinks

Reference cited by Fermi: Science of NHL Hockey (NBC Learn with the National Science Foundation and the NHL): about 10,600 gallons (40,000 liters) of water per NHL ice sheet · Olympic-size pool of 2,500,000 liters (50 × 25 m, 2 m deep)

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