what is the largest integer, n, that satisfies the inequality (n2+ 7n-3) <(n2+ 5n+ 9)?

what is the largest integer, n, that satisfies the inequality (n²+ 7n-3) <(n²+ 5n+ 9)?

A 6

B 5

C 4

D none of these

Correct Answer: Option B

(n2+ 7n-3) <(n2+ 5n+ 9)

2n < 12

n<6

n=5 is the largest integer