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What is the pattern rule for this pattern 8-14-5-18-24-15-28-34?

you add 10 to each number in the series of three. If you break the pattern into groups of three you will see 8-14-5 then 18-24-15 then 28-34. . . so 8+10=18+10=28, 14+10=24+10=34, 5+10=15+10=25, so continuing the pattern would be starting at 28: 28-34-25-38-44-35-48-54-45. . .


What is the rule of the pattern 1 4 9 16 25?

consecutive square numbers


What is the pattern rule of 5 5 25 25 125?

There are actually more than a pattern rule for that type of sequence. The pattern rule is not obvious. The sequence is actually this: an = 5a(n - 2) for n > 2, such that the seed values are a1 = 1 and a2 = 5. Another pattern rule is the number of palindromes using a maximum of five different symbols. The third one is the Inverse Binomial Mean transformation of the Fibonacci sequence.


What is the pattern rule for 3 7 12 18 25 33?

The pattern rule is: 4 5 6 7 8 and so the next number will be 33+9 = 42


What is the pattern 5 25 50 10?

30


What is the next number of this pattern 2.5 10 25 55?

107.5


What is the pattern rule for 460 435 410 385 360?

The pattern rule for the sequence 460, 435, 410, 385, 360 involves subtracting consecutive multiples of 25. Specifically, the first term (460) subtracts 25 to get the second term (435), then 25 again to get the third term (410), and so on. Each subsequent term decreases by 25, resulting in a consistent decrease throughout the sequence.


Complete the pattern 10 75 400 2025?

10150. The pattern was the number times 5 plus 25. ex: 10*5+25=75 Please try before asking. I did this in about 30 seconds.


What is the pattern rule of 6400 1600 400 100 25?

The pattern rule for the sequence 6400, 1600, 400, 100, 25 is that each number is divided by 4 to get the next number. Specifically, 6400 divided by 4 equals 1600, 1600 divided by 4 equals 400, and so on. This indicates a consistent pattern of division by 4 throughout the sequence.


What is the pattern rule for this pattern 11439616102515?

The pattern appears to consist of pairs of digits: 11, 43, 96, 16, 10, 25, 15. If we analyze these pairs, they are formed by combining the first digits of consecutive numbers in an increasing order: 11 (1), 43 (4), 96 (9), 16 (1), 10 (1), 25 (2), and 15 (1). Each pair is created by concatenating the tens and units digits of these values, suggesting a sequential numeric transformation or encoding.


What is the pattern 25 20 15 10?

Ni = N(i-1) - 5


Which rule describes this pattern 25 32 28 35 31 38?

The pattern is... add 7 then subtract 4. The next two numbers would be 45 & 41.