Type the missing number in this sequence: 116, 110, 104, _____, 92

Identify pattern: Step 1: Identify the pattern in the sequence. We observe that the sequence decreases by a constant number. Calculate the difference between the first two numbers: 110 - 116 = -6 Apply pattern: Step 2: Apply the pattern to find the missing number. Since the sequence decreases by 6, subtract 6 from the last known number, 104: 104 - 6 = 98 Verify continuation: Step 3: Verify the pattern continues correctly to the next number in the sequence. Subtract 6 from the number we just found (98): 98 - 6 = 92

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Type the missing number in this sequence: $\newline$ $116$ , $110$ , $104$ , _____, $92$

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Q. Type the missing number in this sequence:

\newline

116

110

104

, _____,

92

Identify pattern: Step $1$ : Identify the pattern in the sequence. $\newline$ We observe that the sequence decreases by a constant number. Calculate the difference between the first two numbers: $\newline$ $110 - 116 = -6$
Apply pattern: Step $2$ : Apply the pattern to find the missing number. $\newline$ Since the sequence decreases by $6$ , subtract $6$ from the last known number, $104$ : $\newline$ $104 - 6 = 98$
Verify continuation: Step $3$ : Verify the pattern continues correctly to the next number in the sequence. $\newline$ Subtract $6$ from the number we just found ( $98$ ): $\newline$ $98 - 6 = 92$