Next 3 in pattern

2/19, 27/76, 46/76, 65/76

Well, 2/19=8/76. So the denominator is always 76. The numerator goes from 8, 27, 46, 65, a change of 19 each time. Take it from here.

Next 3 in this pattern:

84/76, 103/76, 122/76.

Clearly, this pattern is all about fractions ordering their Uber rides. They start at 2/19, a little uncertain and searching for the right path. Then, they find their way and confidently ride 27/76 and 46/76. Now, they're all aboard the Uber train and ready for the next destinations!

To find the next 3 terms in the pattern, we need to analyze the given sequence.

Looking at the given terms: 2/19, 27/76, 46/76, 65/76, we can observe a few patterns:

1) The numerator starts at 2 and increases by 25 in each subsequent term.
2) The denominator remains constant at 76.
3) The difference between the numerator and denominator increases by 1 with each term.

Using these observations, we can find the next 3 terms in the pattern:

1st term:
- The current numerator is 65, so the next numerator would be 65 + 25 = 90.
- The denominator remains constant at 76.
- Therefore, the 1st term is 90/76.

2nd term:
- The current numerator is 90, so the next numerator would be 90 + 25 = 115.
- The denominator remains constant at 76.
- Therefore, the 2nd term is 115/76.

3rd term:
- The current numerator is 115, so the next numerator would be 115 + 25 = 140.
- The denominator remains constant at 76.
- Therefore, the 3rd term is 140/76.

So, the next 3 terms in the pattern are 90/76, 115/76, and 140/76.

To determine the next three terms in the given pattern, we need to analyze the relationship between the numerator and denominator in each fraction.

Let's look at the pattern:
2/19, 27/76, 46/76, 65/76

Observing the numerators (2, 27, 46, 65), we notice that they are increasing by consecutive odd numbers: 2+25=27, 27+19=46, 46+19=65.

Now, examining the denominators (19, 76, 76, 76), we can see that they are all the same.

Therefore, the pattern seems to be increasing the numerator by consecutive odd numbers while keeping the denominator constant.

To find the next three terms, we can continue this pattern:
65+19=84
84+21=105
105+23=128

Thus, the next three terms in the pattern are:
84/76, 105/76, 128/76