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Answer :
Final answer:
The minimum storage size required in each RFID tag for 10,000 runners participating in the marathon competition is 2 bytes.
Explanation:
In this scenario, there are 10,000 runners participating in the marathon competition, and each runner has a unique identity code stored in an RFID tag on one of their shoes. The minimum storage size required in each tag depends on the number of unique identity codes that need to be stored.
To determine the minimum storage size required, we need to consider the number of possible unique identity codes. Since each runner has a unique identity code, the number of possible codes is equal to the number of runners, which is 10,000.
In this case, the minimum storage size required in each tag would be determined by the number of bits needed to represent 10,000 unique codes. To represent 10,000 unique codes, we would need at least 14 bits (2^14 = 16,384), as 14 bits can represent up to 16,384 unique codes.
Therefore, the minimum storage size required in each tag would be 2 bytes (16 bits), as it can accommodate the 10,000 unique identity codes.
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The minimum storage size required in each RFID tag for 10,000 runners participating in the marathon competition is 2 bytes.
Explanation:
In this scenario, there are 10,000 runners participating in the marathon competition, and each runner has a unique identity code stored in an RFID tag on one of their shoes. The minimum storage size required in each tag depends on the number of unique identity codes that need to be stored.
To determine the minimum storage size required, we need to consider the number of possible unique identity codes. Since each runner has a unique identity code, the number of possible codes is equal to the number of runners, which is 10,000.
In this case, the minimum storage size required in each tag would be determined by the number of bits needed to represent 10,000 unique codes. To represent 10,000 unique codes, we would need at least 14 bits (2^14 = 16,384), as 14 bits can represent up to 16,384 unique codes.
Therefore, the minimum storage size required in each tag would be 2 bytes (16 bits), as it can accommodate the 10,000 unique identity codes.
Learn more about minimum storage size required in rfid tags for marathon runners here:
https://brainly.com/question/31943986
#SPJ14
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Final answer:
The minimum storage size required in each RFID tag for 10,000 runners participating in the marathon competition is 2 bytes.
Explanation:
In this scenario, there are 10,000 runners participating in the marathon competition, and each runner has a unique identity code stored in an RFID tag on one of their shoes. The minimum storage size required in each tag depends on the number of unique identity codes that need to be stored.
To determine the minimum storage size required, we need to consider the number of possible unique identity codes. Since each runner has a unique identity code, the number of possible codes is equal to the number of runners, which is 10,000.
In this case, the minimum storage size required in each tag would be determined by the number of bits needed to represent 10,000 unique codes. To represent 10,000 unique codes, we would need at least 14 bits (2^14 = 16,384), as 14 bits can represent up to 16,384 unique codes.
Therefore, the minimum storage size required in each tag would be 2 bytes (16 bits), as it can accommodate the 10,000 unique identity codes.
Learn more about the minimum storage size required in RFID tags for marathon runners here:
https://brainly.com/question/31943986
#SPJ14
