Solve for n. 1 < n/3 - 1

To solve the inequality ( 1 < frac{n}{3} - 1 ), follow these steps:

1. Add 1 to both sides:

[

1 + 1 < frac{n}{3}

]

Simplifying gives:

[

2 < frac{n}{3}

]

2. Multiply both sides by 3 (to eliminate the fraction):

[

2 times 3 < n

]

Simplifying gives:

[

6 < n

]

This can also be written as:

[

n > 6

]

So, the solution is ( n > 6 ).

This means that ( n ) can be any number greater than 6. Keep practicing, and if you need further assistance on similar problems, check the extended services page for more help!