Chapter 9: Problem 54
5 years to seconds
Short Answer
Expert verified
5 years is equal to 157,680,000 seconds.
Step by step solution
01
Convert years to days
Start the calculation by converting 5 years to days. We know that 1 year = 365 days. Therefore, 5 years are: \(5 * 365 = 1825\) days.
02
Convert days to hours
Next, to convert days to hours, use the conversion factor 1 day = 24 hours. Therefore, 1825 days are: \( 1825 * 24 = 43800\) hours.
03
Convert hours to minutes
After that, to convert hours into minutes, use the conversion factor 1 hour = 60 minutes. Therefore, 43800 hours are: \( 43800 * 60 = 2628000\) minutes.
04
Convert minutes to seconds
Finally, to convert minutes into seconds, use the conversion factor 1 minute = 60 seconds. Therefore, 2628000 minutes are: \( 2628000 * 60 = 157680000\) seconds.
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Key Concepts
These are the key concepts you need to understand to accurately answer the question.
Understanding Time Conversion
Time conversion is the process of changing a measure of time from one unit to another. This involves using conversion factors, which are specific numerical values that help convert time units. For example, we know there are 365 days in a year, 24 hours in a day, 60 minutes in an hour, and 60 seconds in a minute.
The essential aspect of time conversion is recognizing and applying these relationships correctly. When converting time, it's crucial to multiply by the appropriate conversion factor.
The essential aspect of time conversion is recognizing and applying these relationships correctly. When converting time, it's crucial to multiply by the appropriate conversion factor.
- To convert years to days, multiply by 365.
- To convert days to hours, multiply by 24.
- To convert hours to minutes, multiply by 60.
- And finally, to convert minutes to seconds, also multiply by 60.
Solving Mathematical Problems
Mathematical problems involving unit conversions, like converting years into seconds, often require a sequential approach. This means solving the problem step by step, rather than trying to do everything at once.
Mathematical problems can appear complicated at first, but breaking them down simplifies the process.
For time conversion problems, each step solves part of the problem until you reach the desired unit. The key is to keep track of your units at every step, ensuring you make the right calculations.
Stay organized by:
Mathematical problems can appear complicated at first, but breaking them down simplifies the process.
For time conversion problems, each step solves part of the problem until you reach the desired unit. The key is to keep track of your units at every step, ensuring you make the right calculations.
Stay organized by:
- Writing down each conversion step clearly.
- Using multiplication to apply conversion factors.
- Double-checking each step to ensure accuracy in your calculations.
Using Measurement Units
Measurement units help us quantify time, distance, mass, and more. In the context of time conversion, understanding and manipulating these units is crucial. Different time units—years, days, hours, minutes, and seconds—are commonly used, and knowing their relationships is essential for accurate conversions.
To ensure correct conversion, always remember:
To ensure correct conversion, always remember:
- 1 year equals 365 days.
- 1 day equals 24 hours.
- 1 hour equals 60 minutes.
- 1 minute equals 60 seconds.
Performing Basic Calculations
Basic calculations form the backbone of unit conversions. They involve arithmetic operations such as multiplication and division, which are straightforward but require careful attention.
Performing these calculations accurately results in the correct conversion of time units.
In the example of converting 5 years to seconds, follow these basic calculations:
Performing these calculations accurately results in the correct conversion of time units.
In the example of converting 5 years to seconds, follow these basic calculations:
- Multiply the number of years by 365 to find the number of days.
- Multiply the number of days by 24 to find the number of hours.
- Multiply the number of hours by 60 to find the number of minutes.
- Finally, multiply the number of minutes by 60 to find the number of seconds.