Answer :
To find the common difference of an arithmetic sequence, you simply subtract any term in the sequence from the subsequent term. The arithmetic sequence given is:
14, 20, 26, ...
Here are the steps to find the common difference:
1. Choose two consecutive terms in the sequence. For this sequence, you can choose the first term (14) and the second term (20), or the second term (20) and the third term (26).
2. Subtract the first term from the second term. If you chose the first and second terms, subtract 14 from 20.
20 - 14 = 6
3. The result gives you the common difference.
Therefore, the common difference of the arithmetic sequence is 6. This means that each term in the sequence increases by 6 from the previous term.
14, 20, 26, ...
Here are the steps to find the common difference:
1. Choose two consecutive terms in the sequence. For this sequence, you can choose the first term (14) and the second term (20), or the second term (20) and the third term (26).
2. Subtract the first term from the second term. If you chose the first and second terms, subtract 14 from 20.
20 - 14 = 6
3. The result gives you the common difference.
Therefore, the common difference of the arithmetic sequence is 6. This means that each term in the sequence increases by 6 from the previous term.
