For any outside readers this is a homework assignment, I'm not showing off here.
- Convert the following binary numbers to both hexadecimal (base-16) and decimal (base-10)
a. Bin: 1011 Hex: B Dec: 11
b. Bin: 10101 Hex: 15 Dec: 21
c. Bin: 10010110 Hex: 96 Dec: 150
d. Bin: 1111111 Hex:7F Dec: 27 - Convert the following decimal numbers to both binary (base-2) and hexadecimal (base-16)
a. Dec: 8 Hex: 8 Bin: 1000
b. Dec: 63 Hex: 3F Bin: 111111
c. Dec: 113 Hex: 71 Bin: 1110001
d. Dec: 97 Hex: 61 Bin: 1100001 - Suppose that we want to download a 200 MB file. How long will it take on each of the following connections?
a. A modem that can download at 56 kilobits/second
(1638400 bits, so ~29257.14 seconds) 8 hours, 7 minutes, 31 seconds
b. A DSL connection that can download at 5 Megabits/second
(320 Seconds) 5 minutes 20 seconds
c. A high-speed connection that can download 10 Megabits/second
2 minutes 40 seconds - If we have an Internet connection that can upload 3 Megabits/second, and an MP3 is 60 Megabytes, how many MP3s can we upload in an hour? In a month (given a reliable connection)?
(491520 bits, 24576 bits/second, 88473600 bits/hour, divides evenly to:) 180 MP3s
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