What is a pattern rule 74, 148, 222, ..., 370

start at 74 and add 74 each time.

74, 148, 222, ..., 370

⬇️
222 + 74 = 296

To find the pattern rule of the given sequence, we need to observe the differences between consecutive terms.

Let's list the differences between the terms:

148 - 74 = 74
222 - 148 = 74
296 - 222 = 74
370 - 296 = 74

We can see that the differences between consecutive terms are all equal to 74. This means that the pattern rule is adding 74 to each term to get the next term.

To find the next term, we can add 74 to the last term:

370 + 74 = 444

So, the next term in the sequence would be 444.

To determine the pattern rule for the sequence 74, 148, 222, ..., 370, we can analyze the differences between consecutive terms.

Let's look at the differences between consecutive terms:

148 - 74 = 74
222 - 148 = 74
...

We can observe that the differences between consecutive terms are all equal to 74. Hence, this suggests that the pattern rule involves adding 74 to each term to generate the next term.

To confirm this, let's check the next difference:

296 + 74 = 370

Now, let's apply the pattern rule to the last term we have:

370 + 74 = 444

Therefore, the next term in the sequence is 444.

In conclusion, the pattern rule for the given sequence is to add 74 to each term to generate the next term.