Answer:
The value of p is always greater than 3 for the inequality \(3p - 6>21\) .
Step-by-step explanation:
As the inequality given in the question be
\(3p - 6>21\)
Now solve the inequality.
\(3p >21 + 6\)
Add the terms in R.H.S
\(3p >27\)
\(p >\frac{27}{3}\)
\(p >3\)
The value of p is always greater than 3 for the inequality \(3p - 6>21\) .
