Find the next number for 30, 68, 130, 222 ___?
Answers
Here, the first line is the sequence given in the question. Each terms in the second line is the difference between two consecutive terms of the first line sequence. E.g.: 38 = 68 - 30; 62 = 130 - 68.
Each term in the third line is the difference between two consecutive terms in the second line sequence. E.g.: 62 - 38 = 24; 92 - 62 = 30
By the terms in the third line 24 and 30, I got that these are added up by 6 or multiples of 6. Alone 24 and 30, the fourth line carries one 6 only as term. So I added one more 6, their difference 6 - 6 = 0 as term in fifth line, 30 + 6 = 36 in third line, 92 + 36 = 128 in second line and 128 + 222 = 350 in the first line. According to this, 350 is the answer.
There's another pattern from this.
Here I wrote continuous multiples of 6 in the fourth line. 0 in the fifth line is become to 6 (12 - 6 = 6). According to this, 356 is the answer.
Like these, we can make a lot of sequences and a lot of answers!
Hope this may be helpful.
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Answer:
the correct answer is 350