I tried to ride Trek’s new ebike up the steepest hill in Seattle — and it didn’t go as planned
I tried to ride Trek’s new ebike up the steepest hill in Seattle — and it didn’t go as planned
Trek ebike vs. Seattle’s steepest hill
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users can reach speeds up to 20-plus MPH fairly easily (that’s 9,743 Kilometers per hour for my non-US readers).
I know you guys in the US have faster e-bikes, but almost 8 times the speed of sound seems a little bit excessive.
Some countries use commas as a decimal point, but even then, 9.7?
1 mile is 1.6 km with some change, so 20 miles would be around 32 km. If you'd plug the numbers in reverse, that would still give you 12.42.
I can't even imagine how they got that number.EDIT: Ooooh, they probably asked chatgpt to calculate that, or even to write the whole article.
As an aside, metric conversions of US customary speed and distances are convenient in that they almost perfectly align to powers of two for typical land speeds.
5 mph ~ 8 kph
10 mph ~ 16 kph
20 mph ~ 32 kph
40 mph ~ 64 kph
80 mph ~ 128 kph
The other common speed limits in the USA are thus bitwise compositions, which Computer Science folks might appreciate:
15 mph ~ 24 kph (16+8)
25 mph ~ 40 kph (32+8)
35 mph ~ 56 kph (32+16+8)
45 mph ~ 72 kph (64+8)
50 mph ~ 80 kph (64+16)
55 mph ~ 88 kph (64+16+8)
65 mph ~ 104 kph (64+32+8)
Had the 1980s US metrication effort succeeded, we could have seen those same limits rounded off to: 25, 40, 55, 70, 80, 90, and 100 or 110 kph.
For reference, common speeds around the world are 15, 20, 30, 50, 80, 90, and 100 kph
Source: https://commons.m.wikimedia.org/wiki/File:CA-BC_road_sign_I-106-100.svg
What, you don't shatter windows all around you every time you go full speed?
