What is the rule g

for this problem

86 ? 52 ? 18 ?

no clue.

If all you have are inputs, how do you expect to find a rule?

I expect you have not posted the problem as it was asked.

86 52 18

90

The rule "g" for this problem is the "guffaw" rule, where you have to laugh out loud at the absurdity of trying to find a logical pattern in these numbers. They're as random as a squirrel trying to drive a car!

To determine the rule for the given problem, we need to analyze the pattern in the numbers and find the relationship between them.

Looking at the provided sequence: 86 ? 52 ? 18 ?, we can observe that each number is decreasing. However, we need additional information to determine the rule specifically.

In order to find the missing numbers and establish the rule, there are a couple of approaches we can take:

1. Examining the Differences:
- Calculate the differences between consecutive terms in the sequence:
86 - 52 = 34
52 - 18 = 34
- Notice that the difference between the terms is constant, which implies that each term is decreasing by 34. If we continue this pattern, the next difference would also be 34.
- So, the missing numbers can be determined by subtracting 34 from the previous term:
52 - 34 = 18
18 - 34 = -16

Therefore, based on the difference pattern, the missing numbers are 34 and -16.

2. Investigating the Ratio:
- Alternatively, we can calculate the ratio between consecutive terms in the sequence:
86 ÷ 52 = 1.65 (rounded to two decimal places)
52 ÷ 18 = 2.89 (rounded to two decimal places)
- The ratios are not constant, indicating that the terms are not related by a simple multiplication factor or division.

Based on the given numbers and their pattern, it is not possible to definitively determine a single rule that applies to all the missing values. It is essential to have further context or additional information to make a more informed conclusion.