Which of the following transfer rates is the FASTEST?
A. 1,282 Kbps
B. 1,480 Mbps
C. 1.24 Gbps
D. 181 Mbps
The Correct Answer and Explanation is:
The correct answer is C. 1.24 Gbps.
Explanation:
To determine the fastest transfer rate, it is crucial to understand the different units involved and convert them to the same base unit for easy comparison. The units we are working with are:
- Kbps (Kilobits per second)
- Mbps (Megabits per second)
- Gbps (Gigabits per second)
Let’s break down each option:
- 1,282 Kbps:
- Kbps stands for Kilobits per second, which is one thousand bits per second.
- To convert Kbps to Mbps (Megabits per second), we divide by 1,000:
[ 1,282 \, \text{Kbps} = \frac{1,282}{1,000} = 1.282 \, \text{Mbps} ]
- 1,480 Mbps:
- This is already in Mbps, so no conversion is needed. It is 1,480 Megabits per second.
- 1.24 Gbps:
- Gbps stands for Gigabits per second, which is one billion bits per second.
- To convert Gbps to Mbps, multiply by 1,000:
[ 1.24 \, \text{Gbps} = 1.24 \times 1,000 = 1,240 \, \text{Mbps} ]
- 181 Mbps:
- This is already in Mbps, so no conversion is needed. It is 181 Megabits per second.
Now let’s compare the transfer rates in Mbps:
- 1,282 Kbps = 1.282 Mbps
- 1,480 Mbps = 1,480 Mbps
- 1.24 Gbps = 1,240 Mbps
- 181 Mbps = 181 Mbps
Clearly, 1,480 Mbps (option B) is the fastest transfer rate, not 1.24 Gbps as initially considered. I apologize for the oversight!