16384
the next answer would be 1,024
256
The number pattern in the sequence 256, 225, 196, and 169 consists of perfect squares of descending integers. Specifically, these numbers represent (16^2), (15^2), (14^2), and (13^2) respectively. Thus, the next number in the pattern would be (12^2), which equals 144.
The pattern between 512 and 256 is that each number is a power of 2, specifically, 512 is (2^9) and 256 is (2^8). The relationship can be described as halving the previous number: (512 \div 2 = 256). This indicates a consistent pattern of division by 2.
105 1st number is 13 = 1 2nd number is 23 = 8 3rd number is 33 = 27 So, 4th number is 43 = 256
the next answer would be 1,024
256
The rule is x4 and the next number is 256
823,543 The pattern is n to the nth power.
256
324
The number pattern in the sequence 256, 225, 196, and 169 consists of perfect squares of descending integers. Specifically, these numbers represent (16^2), (15^2), (14^2), and (13^2) respectively. Thus, the next number in the pattern would be (12^2), which equals 144.
105 1st number is 13 = 1 2nd number is 23 = 8 3rd number is 33 = 27 So, 4th number is 43 = 256
625.
1, 4, 16, and 64 is a pattern. It multiplies by 4 each time. The next number would be 256.
The number between 256 and 261 is 257. This can be determined by understanding that numbers increase sequentially, with each subsequent number being one greater than the previous number. Therefore, the number between 256 and 261 is the next number in the sequence after 256, which is 257.
625