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Answer :
To find the 42nd term of the sequence, observe the difference between consecutive terms and find the pattern. Use the pattern to calculate the 42nd term.
To find the 42nd term of the given sequence, we need to look for a pattern in the sequence. By examining the numbers in the sequence, we can observe that the difference between consecutive terms is not constant. However, the difference itself follows a pattern. The first difference is 6, then it increases by 2, and then it increases by 3. We can continue this process to find the pattern:
6, 8, 11, 14, 17, 20, ...
Now we can use this new sequence to find the 42nd term. We start with the first value, which is 6, and add the difference to it 41 times:
6 + (41 * 6) = 252
Therefore, the 42nd term in the given sequence is 252.
Learn more about Finding patterns in a sequence here:
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Rewritten by : Brahmana