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Q: What number comes next in the sequence 1 10 37 82 145?

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170. 82 + 19 = 101 101 + 21 = 122 122 + 23 = 145 145 + 25 = 170. Difference increases by 2 each time.

145

8

The simplest answer, the one your teacher is expecting you to give, is based on there being a constant difference of 8 between terms: 145 + 8 = 153, 153 + 8 = 161, so the next number would be 161 + 8 = 169 (in this case t(n) = 137 + 8n). ------------------------------------------------ However, what number would you like? Give me the next number you want and I'll give you the formula for the terms so that terms 1-3 are as given and the 4th term is the number you want. eg with t(n) = (4n³ - 24n² + 68n + 387)/3, t(1) = 145, t(2) = 153, t(3) = 161, t(4) = 177.

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168 is the next number. This is assuming that the sequence is the express stops with numerical values for A-train in Manhattan.

170. 82 + 19 = 101 101 + 21 = 122 122 + 23 = 145 145 + 25 = 170. Difference increases by 2 each time.

145

295, because 30 is being added to each number.

8

In the National Pokedex, where Weavile is number 461, Magnezone is after Weavile. In the Sinnoh Pokedex, where Weavile is number 145, Uxie is after.

There is no "6" in 145.

5 x 29 = 145

-737

0 (-145) = -145

The pattern in the series is increasing by 85, then 85, then 85, then 45. Therefore, the next number in the series would be 490.

The simplest answer, the one your teacher is expecting you to give, is based on there being a constant difference of 8 between terms: 145 + 8 = 153, 153 + 8 = 161, so the next number would be 161 + 8 = 169 (in this case t(n) = 137 + 8n). ------------------------------------------------ However, what number would you like? Give me the next number you want and I'll give you the formula for the terms so that terms 1-3 are as given and the 4th term is the number you want. eg with t(n) = (4n³ - 24n² + 68n + 387)/3, t(1) = 145, t(2) = 153, t(3) = 161, t(4) = 177.