This result is consistent with the findings of Tobin。 该结果与托宾的发现相符合。 consecutive强调连续性，而consistent强调一致与相符。 ③consensus共识，一致的意见。 international consensus国际 …

Aug 25, 2022 · The goal of this question is to find if other methods exist to generate arbitrarily long sequences of consecutive numbers without primes. I started searching for other formulas and …

For instance: 1, 2 and 3 are consecutive numbers 1, 2 and 4 are successive numbers but they are not consecutive. So for non discrete quantities you would probably prefer "successive" (as in "successive …

The framework proposed in the solution can be generalized to obtain a formula of expected time as of t = 0 t = 0 for n n consecutive throws of any number in the dice as follows.

Of course you mean " consecutive numbers that are prime", since consecutive prime numbers could be understood in the other way, like 7 7 and 11 11.

Nov 25, 2025 · Find the minimum value of n such that every possible sequence of length n satisfying the sum constraint contains a consecutive sequence of elements whose sum is exactly 31 (e.g., a4 + a5 …

All the positive numbers can be expressed as a sum of one, two or more consecutive positive integers. For example $9$ can be expressed in three such ways, $2+3+4$, $4+5$ or simply $9$. In how many...

Nov 24, 2023 · Any subsequence of consecutive integers of length 9 9 that has a term greater than 10 10 contains a prime number greater than or equal to 11 11, which is impossible. And from 1, 2, …, …

Then you get 9 which is the next cosecutive square, (3^2). That is the concept of the equation above, technically i didn`t explain that specific aspect of the difference of consecutive squares, but i did …

Jun 17, 2015 · But the sum of a number of consecutive odd numbers is the square of that number. Therefore, the sum of $n$ consecutive $k^3$ starting with $1$ is $ [n (n+1)/2]^2$.