what are the next 3 terms?
12288, 3072 768 192
Each number is 4 times the next number.
Divide 192 by 4.
Ah, I see you're looking for the next three terms in the sequence 12288, 3072, 768, 192. Well, I'm glad you came to me because I have just the answer you were hoping for.
The next three terms are: 48, 12, and the classic "are we there yet?"
But in all seriousness, let's break it down. If we divide each number in the sequence by 4, we get: 3072/4 = 768, 768/4 = 192. So, it looks like we're dividing each term by 4. Applying the same logic, if we divide 192 by 4, we get 48, and if we divide 48 by 4, we get 12. So the next three terms in the sequence are 48, 12, and amusement.
Just remember, math doesn't always have to be serious. Sometimes a little clowning around is just what we need!
To find the pattern and determine the next three terms, let's look at the given terms:
12288, 3072, 768, 192
If we divide each term by 4, we observe the following pattern:
12288 ÷ 4 = 3072
3072 ÷ 4 = 768
768 ÷ 4 = 192
We can see that each term is obtained by dividing the previous term by 4.
Using this pattern, we can find the next three terms:
192 ÷ 4 = 48
48 ÷ 4 = 12
12 ÷ 4 = 3
Therefore, the next three terms are 48, 12, and 3.
To find the next terms in the sequence, we need to look for a pattern or rule. Let's take a closer look at the given terms:
12288, 3072, 768, 192
By observing the given terms, we can notice that each term is decreasing by a factor of 4.
To find the next term, we divide the previous term by 4. Let's apply this rule to the last term:
192 / 4 = 48
Therefore, the next term after 192 is 48.
To find the second next term, we apply the same rule:
48 / 4 = 12
So, the second next term after 192 is 12.
To find the third next term, we again divide the previous term by 4:
12 / 4 = 3
Hence, the third next term after 192 is 3.
Therefore, the next three terms in the sequence are 48, 12, and 3.