Audiobook Speed Calculator
Calculating...
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How to use the tool
1 · Fill in the original duration
- Hours field—type the whole hours. Example A: 6 hours. Example B: 12 hours.
- Minutes field—type 0 – 59. Example A: 30 minutes. Example B: 5 minutes.
2 · Choose a playback speed
- Select 0.5× to 2× in the menu for quick access.
- Pick Custom to unlock any decimal speed such as 1.6× or 0.9×.
3 · Formula the calculator uses
The script divides original time by speed:
$$T_{new}=rac{T_{orig}}{S};\quad \Delta T=T_{orig}-T_{new}$$
4 · Example calculations
Example A—Finish faster
- Input: 6 h 30 min at 1.6×.
- Calculation: $$rac{6.5}{1.6}=4.0625\text{ h}=4 h 03 min 45 s$$
- Time saved: 2 h 26 min 15 s.
Example B—Slow down for detail
- Input: 12 h 05 min at 0.9×.
- Calculation: $$rac{12.0833}{0.9}=13.4259\text{ h}=13 h 25 min 33 s$$
- Time added: 1 h 20 min 33 s.
Quick-Facts
- Most audiobook apps support 0.5–3.5× playback (Audible Help Center, 2023).
- Listeners lose measurable comprehension above 2× speed (Ritzhaupt et al., 2021).
- Average adult speech is 150 wpm; 2× raises it to ~300 wpm (Huggins, BBC Future 2020).
- A 10-hour book at 1.25× saves 2 hours (Author calc., see formula).
FAQ
What does the calculator output?
You see the new length plus exact time saved or added, formatted as hh:mm:ss.
How do I convert minutes to decimal hours?
Divide minutes by 60; 45 minutes becomes 0.75 hours (MathWorld, wolfram.com).
Which playback speeds do popular apps allow?
Audible offers 0.5–3.5×, Libby 0.6–3.0× (Audible Help Center, 2023; Libby FAQ, 2023).
Will faster speed hurt comprehension?
Researchers found comprehension stable up to 1.5× but drops at 2× (Ritzhaupt et al., 2021).
How can I pick a custom speed?
Start at 1.25×, raise 0.1× steps until content feels rushed, then back off one step.
Can I use the tool for podcasts or lectures?
Yes—the formula applies to any recorded audio with a set duration.
How accurate are the results?
They’re within one second rounding error because calculations use full decimal values.
What equation powers the tool?
It divides total hours by speed and subtracts from the original to find time difference: $$\Delta T=T_{orig}-rac{T_{orig}}{S}$$.
Important Disclaimer
The calculations, results, and content provided by our tools are not guaranteed to be accurate, complete, or reliable. Users are responsible for verifying and interpreting the results. Our content and tools may contain errors, biases, or inconsistencies. We reserve the right to save inputs and outputs from our tools for the purposes of error debugging, bias identification, and performance improvement. External companies providing AI models used in our tools may also save and process data in accordance with their own policies. By using our tools, you consent to this data collection and processing. We reserve the right to limit the usage of our tools based on current usability factors. By using our tools, you acknowledge that you have read, understood, and agreed to this disclaimer. You accept the inherent risks and limitations associated with the use of our tools and services.
