Type the missing numbers in this sequence: -73, -72, -71, _____, -69, _____

Identify Pattern: Identify the pattern in the sequence. The sequence is increasing by 1 each time. We can verify this by looking at the difference between the consecutive numbers provided. -72 - (-73) = 1 -71 - (-72) = 1 This indicates that the sequence is an arithmetic sequence with a common difference of 1.Find First Missing Number: Find the first missing number in the sequence. Since the sequence increases by 1 and the number after the missing number is -69, the missing number before -69 should be -70. -69 - 1 = -70Find Second Missing Number: Find the second missing number in the sequence. Continuing the pattern, the number after -69 should be -68, as we are adding 1 to each consecutive number. -69 + 1 = -68

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Type the missing numbers in this sequence: $\newline$ $-73$ , $-72$ , $-71$ , _, $-69$ , _

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Q. Type the missing numbers in this sequence:

\newline

-73

-72

-71

, _____,

-69

, _____

Identify Pattern: Identify the pattern in the sequence. $\newline$ The sequence is increasing by $1$ each time. We can verify this by looking at the difference between the consecutive numbers provided. $\newline$ $-72 - (-73) = 1$ $\newline$ $-71 - (-72) = 1$ $\newline$ This indicates that the sequence is an arithmetic sequence with a common difference of $1$ .
Find First Missing Number: Find the first missing number in the sequence. $\newline$ Since the sequence increases by $1$ and the number after the missing number is $-69$ , the missing number before $-69$ should be $-70$ . $\newline$ $-69 - 1 = -70$
Find Second Missing Number: Find the second missing number in the sequence. Continuing the pattern, the number after $-69$ should be $-68$ , as we are adding $1$ to each consecutive number. $-69 + 1 = -68$