Final answer:
To find the 6th term in the sequence starting with 763, subtract 13 repeatedly from the starting number until you reach the 6th term, which is 698.
Step-by-step explanation:
The student is asking for the 6th term in a sequence where each term is found by subtracting 13 from the previous term, starting with 763. To find the 6th term, we can subtract 13 from 763 five times.
763 (1st term)
750 (2nd term) = 763 - 13
737 (3rd term) = 750 - 13
724 (4th term) = 737 - 13
711 (5th term) = 724 - 13
698 (6th term) = 711 - 13
The 6th term in the pattern is 698.
The final answer in two line explanation in 300 words is that the sequence starts with 763 and by continuously subtracting 13 to reach the 6th term, we conclude that the 6th term of the pattern is 698.