Sure, here is the sequence 98700000000000000 compressed using Simple Repetition Suppression: 1. Identify the repeating sequence. In this case, it's "0" repeated 15 times. 2. Replace the repeating sequence with a flag (f), the repeating character, and the number of times it repeats. 3. The compressed sequence is: "987f015"

Compress the sequence 98700000000000000 using Simple Repetition Suppression(use f for flag).

Question

Compress the sequence 98700000000000000 using Simple Repetition Suppression(use f for flag).

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Solution 1

Sure, here is the sequence 98700000000000000 compressed using Simple Repetition Suppression:

Identify the repeating sequence. In this case, it's "0" repeated 15 times.
Replace the repeating sequence with a flag (f), the repeating character, and the number of times it repeats.
The compressed sequence is: "987f015"

Solution 2

The Simple Repetition Suppression method is a basic form of data compression where consecutive repeated characters are replaced with a single instance of that character followed by the count of the repetition.

Here's how you can compress the sequence 98700000000000000 using Simple Repetition Suppression:

Start from the left of the sequence and move right, looking for repeated characters.
The first character is '9', which is not repeated. So, write it down as it is.
The next character is '8', which is also not repeated. Write it down as well.
The next character is '7', which is not repeated. Write it down.
The next character is '0', which is repeated 14 times. Write it down as '0' followed by the count of the repetition, which is 14.

So, the compressed sequence using Simple Repetition Suppression is: 987f014

Here, 'f' is used as a flag to indicate the start of a count of a repetition.

This problem has been solved

Solution 3

Sure, here is how you can compress the sequence 98700000000000000 using Simple Repetition Suppression:

Identify the repeating sequence: In this case, it's the number 0 repeating 15 times.
Choose a flag: The problem statement has already chosen 'f' as the flag.
Replace the repeating sequence with the flag, the number of repetitions, and the repeated character.

So, the compressed sequence would be: 987f1500

This means that the sequence starts with 987, then the flag 'f' indicates the start of a compressed sequence, 15 is the number of times the next character (0) is repeated.

This problem has been solved

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