The missing values in the sequence A:6:7, 8:24:B are A = 5 and B = 72. The sequence follows consecutive integers in the first part and a multiplication factor of 3 in the second part. The completed sequence is 5:6:7, 8:24:72.
To determine the missing values in the sequence A:6:7, 8:24:B, we can analyze the relationships between the given numbers. Let's examine the patterns in each part of the sequence.
The first part, A:6:7, suggests a progression where A is related to 6 and 6 is related to 7. If we consider the consecutive integers, A is likely to be 5, as 6 is followed by 7.
Now, looking at the second part, 8:24:B, we can observe that 8 is related to 24. To find this relationship, we see that 8 multiplied by 3 equals 24. Applying the same logic, B is expected to be 24 multiplied by 3, resulting in 72.
So, the completed sequence is 5:6:7, 8:24:72.
In summary, the relationship between the numbers in the sequence involves consecutive integers and a multiplication factor of 3. A is 5, and B is 72.