Solve the following inequality. Which graph shows the correct solution?

Answer:
p<-32 . (nOtE: when you multipy by a negative the sign flips)
-1/2p<-16
*-2 *-2
p>32
The 1st one is the correct number line
Option(A) graph shows the correct solution.
A graph can be defined as a pictorial representation or a diagram that represents data or values.
Given inequality is -1/2p<-16
⇒ -1/2p<-16
Multiply by 2 both the side,
⇒ -p<-32
Multiply by (-1) both the side,
So the sign of inequality flips,
⇒p>32
So, p ∈ (32,∞)
Hence, option(A) graph shows the correct solution.
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