Calculate a Simple Transfer Budget
Divide the stated data amount by its constant rate using matching data units.
About 18 minutes, plus any extended practice
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Learn the idea
A transfer rate describes data delivered per unit of time. In this idealized model the rate is constant and there are no pauses or overhead. Data amount divided by rate gives elapsed transfer time. Real networks vary, so a classroom result is a model estimate rather than a speed guarantee.
Divide the stated data amount by its constant rate using matching data units. A larger rate means less time for the same amount, not a larger wait.
Use this supplied case: Ideal model: transfer 12 megabytes at a constant 3 megabytes per second. Required time? Use the details in this example. Say which detail helped you choose. This pretend example does not tell us how every real system works.
- Follow the worked example one step at a time. Say or draw what happens.
- Divide the stated data amount by its constant rate using matching data units.
- Say which detail makes the example answer fit. Pick another answer and say why it does not fit.
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See the method in action
Ideal model: transfer 12 megabytes at a constant 3 megabytes per second. Required time? The supported answer is 4 seconds. Applying the stated rule gives 4 seconds. Divide the stated data amount by its constant rate using matching data units. A larger rate means less time for the same amount, not a larger wait. Calculation: (12/3) = 4.0.
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Helpful tips
- Divide the stated data amount by its constant rate using matching data units.
- A larger rate means less time for the same amount, not a larger wait.
See the answer and explanation
5 seconds
Using the supplied inputs: (20/4) = 5.0. Divide the stated data amount by its constant rate using matching data units. A larger rate means less time for the same amount, not a larger wait.
Take it further
New ideal transfer:42 MB at 7 MB/s. Expected:6 seconds, excluding overhead and variable rate. A 3.0 MB/s rate would yield 14 seconds.
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