Why does watching a video at 1.25 speed decrease the time by 20%? And 1.5 speed decreases it by 33%?

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I guess this reveals how fucking dumb I am. I can’t get the math to make sense in my head. If you watch at 1.25 speed, logically (or illogically I guess) I assume that this makes the video 1/4 shorter, but that isn’t correct.

In short, could someone reexplain how fractions and decimals work? Lol

Edit: thank you all, I understand now. You helped me reorient my thinking.

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29 Answers

Anonymous 0 Comments

Take the listening speed, divided by the normal speed (1), and invert it. Then subtract that value from one, or:

Change in time = 1 – (1/speed)

So 1.25 speed is divided by 1, and the inverse is 1/1.25

I don’t like decimals in my fractions, so multiply top and bottom by 4, and you get 4/5. This value represents the amount left to watch at 1.25 speed.

Subtract that from 1, you get 1/5, or 20% faster.

I wondered the same thing while listening to audiobooks while driving, and it bothered me so much I kept having to pause my book until I gave up but I eventually was able to figure this out.

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