4, 7, 26, 10, 13, 20, 16, … choose which pair of numbers comes next?

The answer is $\boxed{\text{E}}$.

The sequence is generated by the following rule:

• Start with the numbers $4$ and $7$.
• Add $3$ to each number to get the next number in the sequence.
• If the sum is greater than $20$, subtract $14$ from it to get the next number in the sequence.

Therefore, the next two numbers in the sequence are $19$ and $14$.

Here is a table showing the first few numbers in the sequence:

Number | Rule | Result
——- | ——– | ——–
$4$ | Start with $4$ | $4$
$7$ | Add $3$ to $4$ | $7$
$10$ | Add $3$ to $7$ | $10$
$13$ | Add $3$ to $10$ | $13$
$20$ | Add $3$ to $13$ | $20$
$16$ | Subtract $14$ from $20$ | $16$
$19$ | Add $3$ to $16$ | $19$
$14$ | Subtract $14$ from $19$ | $14$

I hope this explanation is helpful!