Question

Find the first 5 terms in the following sequence: 0; = 23, a, (1,-1 + 7, n > 2​

Options:
A) 0, 23, a, (1,-1 + 7)
B) 0, 23, a, (1,-1 + 7, n > 2)
C) 0, 23, a, (1,-1 + 7, n > 2​)
D) 0, 23, a, (1,-1 + 7, n > 2​), (1,-1 + 7, n > 2​)

Answer 1

The first 5 terms in the given sequence are 0, 23, a, 6, (1,-1 + 7, n > 2)

Step-by-step explanation:

The sequence given is: 0; 23, a, (1,-1 + 7, n > 2)

To find the first 5 terms of this sequence, we can follow the pattern:

1. The first term is 0.
2. The second term is 23.
3. The third term is a.
4. The fourth term is (1,-1 + 7) which simplifies to 6.
5. The fifth term is (1,-1 + 7, n > 2) which means it's dependent on n. Without more information, we can't determine its specific value.

So, the first 5 terms of the sequence are: 0, 23, a, 6, (1,-1 + 7, n > 2).