145 seconds equals approximately 2.4167 minutes when rounded to four decimal places. This means that if you have 145 seconds, you can convert it into minutes by dividing by 60. So, 145 seconds is just over two minutes.
In detail, since there are 60 seconds in a minute, converting seconds to minutes involves dividing the total seconds by 60. For 145 seconds, dividing 145 by 60 gives approximately 2.4167 minutes. This shows how many full minutes and fractional parts of a minute are contained within 145 seconds.
Conversion Result
145 seconds is approximately 2.4167 minutes.
This conversion is based on the fact that one minute equals 60 seconds. To find out how many minutes are in 145 seconds, you divide 145 by 60, resulting in roughly 2.4167 minutes. This means 145 seconds is a little more than two minutes.
Conversion Tool
Result in minutes:
Conversion Formula
The conversion from seconds to minutes relies on dividing the total seconds by 60 because each minute contains 60 seconds. For example, if you have 120 seconds, dividing 120 by 60 gives 2 minutes. This formula works because it directly relates the two units of time.
The mathematical expression is: Minutes = Seconds ÷ 60. When you input a number of seconds, the formula divides that by 60 to determine how many full minutes it contains, possibly with a fractional part if seconds are not a multiple of 60.
For example, for 145 seconds: 145 ÷ 60 = 2.4167 minutes. The division gives a decimal that indicates the minutes and the fraction of a minute that 145 seconds represents.
Conversion Example
- Convert 90 seconds:
- Divide 90 by 60, which equals 1.5.
- Result: 1.5 minutes.
- Convert 200 seconds:
- Divide 200 by 60, which equals approximately 3.3333.
- Result: 3.3333 minutes.
- Convert 75 seconds:
- Divide 75 by 60, which equals 1.25.
- Result: 1.25 minutes.
- Convert 300 seconds:
- Divide 300 by 60, which equals exactly 5.
- Result: 5 minutes.
- Convert 123 seconds:
- Divide 123 by 60, which equals 2.05.
- Result: 2.05 minutes.
Conversion Chart
Seconds | Minutes |
---|---|
120.0 | 2.0000 |
125.0 | 2.0833 |
130.0 | 2.1667 |
135.0 | 2.2500 |
140.0 | 2.3333 |
145.0 | 2.4167 |
150.0 | 2.5000 |
155.0 | 2.5833 |
160.0 | 2.6667 |
165.0 | 2.7500 |
170.0 | 2.8333 |
This chart helps you quickly see how many minutes are in given seconds amounts. To use, find your seconds in the first column, then read across to see the corresponding minutes in the second column.
Related Conversion Questions
- How many minutes are in 145 seconds?
- What is 145 seconds converted into minutes and seconds?
- How long is 145 seconds in decimal minutes?
- Can I convert 145 seconds to hours directly?
- What is the fractional part of minutes in 145 seconds?
- How do I convert seconds to minutes for short time intervals like 145 seconds?
- What is the conversion factor for seconds to minutes for 145 seconds?
Conversion Definitions
Seconds
Seconds are the basic unit of time measurement in the International System, representing the duration of 9,192,631,770 periods of radiation for a specific transition in cesium-133 atoms, used to measure time precisely.
Minutes
Minutes are a unit of time equal to 60 seconds, commonly used to measure durations in everyday life, clocks, and schedules, serving as subdivisions of hours for easier comprehension of time periods.
Conversion FAQs
How accurate is dividing seconds by 60 to find minutes?
This method provides an exact conversion mathematically, provided you use decimal division. Rounding to a certain number of decimal places might introduce minor inaccuracies, but for most purposes, dividing seconds by 60 is sufficiently precise.
Is there a difference between converting seconds to minutes and hours?
Yes, converting seconds to hours involves dividing by 3600 (since 1 hour = 3600 seconds), whereas converting to minutes involves dividing by 60. Make sure to choose the correct divisor based on the desired unit of time.
What tools can I use to convert seconds to minutes besides this calculator?
Besides this web-based tool, you can use calculator apps, spreadsheet functions like =A1/60, or programming languages such as Python, which can perform the division with high precision for automated conversions.
Last Updated : 09 June, 2025


Sandeep Bhandari holds a Bachelor of Engineering in Computers from Thapar University (2006). He has 20 years of experience in the technology field. He has a keen interest in various technical fields, including database systems, computer networks, and programming. You can read more about him on his bio page.