i need help figuring out tis prealgebra problem?? In 4 7 8 13 15 27 Out 16 28 32 52 60 108 107 2/3
What do you think happens if I multiply each of the "input" values by 4 ?
u will get THE RIGHT ANSWERS
To solve this prealgebra problem, we need to identify the pattern or rule that relates the "In" numbers to the "Out" numbers. Looking at the given sequence, we can see that each "In" number is multiplied by a certain factor to obtain the corresponding "Out" number. Let's analyze the pattern step by step:
In the sequence: 4 7 8 13 15 27
Out the sequence: 16 28 32 52 60 108 107 2/3
- From the first number, 4, to the second number, 7, there is an increase of 3. This tells us that the factor should be 3.
- From the second number, 7, to the third number, 8, there is an increase of 1. This also tells us that the factor should be 1.
- From the third number, 8, to the fourth number, 13, there is an increase of 5. This means there is no consistent factor between these two numbers.
- From the fourth number, 13, to the fifth number, 15, there is an increase of 2. Again, no constant factor.
- However, from the fifth number, 15, to the sixth number, 27, something different is happening. The factor is 12.
Based on the pattern analysis, it seems that there are multiple rules or factors being applied in this sequence. Unfortunately, there is no clear pattern that we can apply to all the numbers.
Therefore, without any additional information or instructions, it is unclear how to determine the "Out" numbers based on the "In" numbers provided. It's possible that there is more missing information or a specific rule that needs to be followed.