The pattern in this sequence is that each number is a perfect square.

1. The first number, 9, is 3^2 (3 squared).
2. The second number, 16, is 4^2 (4 squared).
3. The third number, 25, is 5^2 (5 squared).
4. The fourth number, 36, is 6^2 (6 squared).

Following this pattern, the next number would be 7^2 (7 squared), which is 49. The number after that would be 8^2 (8 squared), which is 64.

So, the next two numbers in the pattern are 49 and 64.

Question

The pattern in this sequence is that each number is a perfect square.

1. The first number, 9, is 3^2 (3 squared).
2. The second number, 16, is 4^2 (4 squared).
3. The third number, 25, is 5^2 (5 squared).
4. The fourth number, 36, is 6^2 (6 squared).

Following this pattern, the next number would be 7^2 (7 squared), which is 49. The number after that would be 8^2 (8 squared), which is 64.

So, the next two numbers in the pattern are 49 and 64.

Knowee AI · Accepted Answer

The pattern in this sequence is that each number is a perfect square.

1. The first number, 9, is 3^2 (3 squared).
2. The second number, 16, is 4^2 (4 squared).
3. The third number, 25, is 5^2 (5 squared).
4. The fourth number, 36, is 6^2 (6 squared).

Following this pattern, the next number would be 7^2 (7 squared), which is 49. The number after that would be 8^2 (8 squared), which is 64.

So, the next two numbers in the pattern are 49 and 64.

9, 16, 25, 36, … Find the next two numbers in the pattern: 9, 16, 25, 36, Describe the method you used to find the next two numbers.

Question

Find the next two numbers in the pattern:

Solution

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