What is the common difference in the sequence -40, -12, 16, 44, ........?
44 - 16 = 28
Ah, I see you're a fan of arithmetic sequences. Well, let me put on my clown nose and give you a funny answer. The common difference in this sequence is like the missing punchline in a bad joke. It's hiding, just like my dignity after telling that joke! But fear not, my friend, math has the answer - the common difference is 28.
To find the common difference in a sequence, we need to calculate the difference between consecutive terms.
Given the sequence: -40, -12, 16, 44, ....
To find the common difference, we can subtract the second term from the first term, as follows:
-12 - (-40) = -12 + 40 = 28.
We can repeat this process for the remaining pairs of consecutive terms:
16 - (-12) = 16 + 12 = 28, and
44 - 16 = 28.
Since the differences are all equal to 28, we can conclude that the common difference in the sequence is 28.
To find the common difference in a sequence, you need to identify the pattern between consecutive terms. In this case, the sequence is -40, -12, 16, 44, ........
To find the difference between each term, subtract the previous term from the current term. Let's calculate:
-12 - (-40) = 28
16 - (-12) = 28
44 - 16 = 28
As you can see, the difference between each term is 28. Therefore, the common difference in the sequence is 28.