Here are advertisements for different devices from 1966 to 2016. 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[/img][br][br][img]data:image/png;base64,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[/img][br][br]Choose one device and compare that device with the Apollo Guidance Computer. If you get stuck, consider using scientific notation to help you do your calculations.[br][br]For reference, storage is measured in bytes, processor speed is measured in hertz, and memory is measured in bytes. Kilo stands for 1,000, mega stands for 1,000,000, giga stands for 1,000,000,000, and tera stands for 1,000,000,000,000.[br][br]Which one can store more information? How many times more information?
Which one has a faster processor? How many times faster?
Which one has more memory? How many times more memory?
Mai found an 80’s computer magazine with an advertisement for a machine with hundreds of kilobytes of storage! Mai was curious and asked, “How many kilobytes would my dad’s new 2016 computer hold?”
The old magazine showed another ad for a 750-kilobyte floppy disk, a device used in the past to store data. How many gigabytes is this?
Mai and her friends are actively involved on a social media service that limits each message to 140 characters. She wonders about how the size of a message compares to other media.[br][br]Estimate how many messages it would take for Mai to fill up a floppy disk with her 140-character messages. Explain or show your reasoning.
Estimate how many messages it would take for Mai to fill a floppy disk with messages that only use emojis (each message being 140 emojis). Explain or show your reasoning.
Mai likes to go to the movies with her friends and knows that a high-definition film takes up a lot of storage space on a computer.[br][br]Estimate how many floppy disks it would take to store a high-definition movie. Explain or show your reasoning.
How many seconds of a high-definition movie would one floppy disk be able to hold?
If you fall asleep watching a movie streaming service and it streams movies all night while you sleep, how many floppy disks of information would that be?
[size=150]Humans tend to work with numbers using powers of 10, but computers work with numbers using powers of 2. A “binary kilobyte” is 1,024 bytes instead of 1,000, because [math]1,024=2^{10}[/math]. Similarly, a “binary megabyte” is 1,024 binary kilobytes, and a “binary gigabyte” is 1,024 binary megabytes.[/size][br][br]Which is bigger, a binary gigabyte or a regular gigabyte? How many more bytes is it?
Which is bigger, a binary terabyte or a regular terabyte? How many more bytes is it?