Type the missing number in this sequence: 10, _____, 1,000, 10,000, 100,000, 1,000,000

Identify Pattern: We need to identify the pattern in the sequence. Let's look at the numbers given and see if we can determine how each number relates to the one before or after it.Recognize Power of 10: We can see that each number is a power of 10. Starting from 10 (which is 10^1), the next numbers seem to be increasing by a power of 10 each time. So, after 10 should come 10^2, which is 100.Confirm Pattern: Let's check if the pattern holds for the next numbers in the sequence. 1,000 is 10^3, 10,000 is 10^4, 100,000 is 10^5, and 1,000,000 is 10^6. This confirms our pattern is correct.Determine Missing Number: Now that we have confirmed the pattern, we can confidently say that the missing number in the sequence is 100, which is 10^2.

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Type the missing number in this sequence: $\newline$ $10$ , $\_$ , $1,000$ , $10,000$ , $100,000$ , $1,000,000$

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Precalculus

Find terms of a sequence

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Q. Type the missing number in this sequence:

\newline

10

\_

1,000

10,000

100,000

1,000,000

Identify Pattern: We need to identify the pattern in the sequence. Let's look at the numbers given and see if we can determine how each number relates to the one before or after it.
Recognize Power of $10$ : We can see that each number is a power of $10$ . Starting from $10$ (which is $10^1$ ), the next numbers seem to be increasing by a power of $10$ each time. So, after $10$ should come $10^2$ , which is $100$ .
Confirm Pattern: Let's check if the pattern holds for the next numbers in the sequence. $1,000$ is $10^3$ , $10,000$ is $10^4$ , $100,000$ is $10^5$ , and $1,000,000$ is $10^6$ . This confirms our pattern is correct.
Determine Missing Number: Now that we have confirmed the pattern, we can confidently say that the missing number in the sequence is $100$ , which is $10^2$ .