Answer:
The answer to your question is Perimeter = 11 +

Explanation:
Data
P (-5, 4)
Q (3, 1)
R (-5, 1)
Process
Calculate the distance between the points and sum up the results
a)
dPQ =

dPQ =

dPQ =

dPQ =

dQR =

dQR =

dQR = 8
dPR =

dPR =

dPR = 3
b)
Perimeter =
+ 8 + 3
Perimeter = 11 +
