Type the missing numbers in this sequence: 51, _____, 33, 24, _____, 6

Look for pattern: Look at the pattern in the sequence to figure out the rule; it seems like the numbers are decreasing by a certain amount each time.Find common difference: Subtract 24 from 33 to find the common difference. 33 - 24 = 9Calculate missing number after 51: Assuming the pattern is consistent, subtract 9 from 51 to find the missing number after 51. 51 - 9 = 42Verify pattern consistency: Now, subtract 9 from 42 to check if we get 33. 42 - 9 = 33Calculate missing number before 6: Since 33 is the next number in the sequence, our assumption about the pattern is correct.To find the missing number before 6, subtract 9 from 6. 6 - 9 = -3

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Type the missing numbers in this sequence: $\newline$ $51$ , $\_\_\_\_\_$ , $33$ , $24$ , $\_\_\_\_\_$ , $6$

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Full solution

Q. Type the missing numbers in this sequence:

\newline

51

\_\_\_\_\_

33

24

\_\_\_\_\_

6

Look for pattern: Look at the pattern in the sequence to figure out the rule; it seems like the numbers are decreasing by a certain amount each time.
Find common difference: Subtract $24$ from $33$ to find the common difference. $\newline$ $33 - 24 = 9$
Calculate missing number after $51$ : Assuming the pattern is consistent, subtract $9$ from $51$ to find the missing number after $51$ . $\newline$ $51 - 9 = 42$
Verify pattern consistency: Now, subtract $9$ from $42$ to check if we get $33$ . $\newline$ $42 - 9 = 33$
Calculate missing number before $6$ : Since $33$ is the next number in the sequence, our assumption about the pattern is correct.
Calculate missing number before $6$ : Since $33$ is the next number in the sequence, our assumption about the pattern is correct.To find the missing number before $6$ , subtract $9$ from $6$ . $\newline$ $6 - 9 = -3$