Type the missing number in this sequence: -80, -83, -86, -89, _____, -95, -98

Observe Pattern: We observe the pattern in the sequence to determine the rule that generates it. Looking at the differences between the numbers, we see that each number is 3 less than the previous one. -83 - (-80) = -3 -86 - (-83) = -3 -89 - (-86) = -3 This pattern suggests that the sequence is decreasing by 3 each time.Determine Rule: To find the missing number, we subtract 3 from the last known number in the sequence before the blank, which is -89. -89 - 3 = -92 This should be the missing number in the sequence.Find Missing Number: We can check our answer by adding 3 to the missing number to see if we get the next number in the sequence, which is -95. -92 + 3 = -95 This matches the next number in the sequence, confirming that our answer is correct.

Resources

Testimonials

Plans

Resources

Testimonials

Plans

AI tutor

Welcome to Bytelearn!

Let’s check out your problem:

Type the missing number in this sequence: $\newline$ $-80$ , $-83$ , $-86$ , $-89$ , _____, $-95$ , $-98$

View step-by-step help

Full solution

Q. Type the missing number in this sequence:

\newline

-80

-83

-86

-89

, _____,

-95

-98

Observe Pattern: We observe the pattern in the sequence to determine the rule that generates it. $\newline$ Looking at the differences between the numbers, we see that each number is $3$ less than the previous one. $\newline$ $-83 - (-80) = -3$ $\newline$ $-86 - (-83) = -3$ $\newline$ $-89 - (-86) = -3$ $\newline$ This pattern suggests that the sequence is decreasing by $3$ each time.
Determine Rule: To find the missing number, we subtract $3$ from the last known number in the sequence before the blank, which is $-89$ . $\newline$ $-89 - 3 = -92$ $\newline$ This should be the missing number in the sequence.
Find Missing Number: We can check our answer by adding $3$ to the missing number to see if we get the next number in the sequence, which is $-95$ . $\newline$ $-92 + 3 = -95$ $\newline$ This matches the next number in the sequence, confirming that our answer is correct.