Answer:
The value of Brock's house will be $457,835 in 25 years.
Option C is correct.
Explanation:
Given: Brock bought his house for $135,200. A local real estate agent predicts that the house will appreciate in value 5% each year.
The value of house increase by 5% every year.
Formula:

where,
FV = Future value of house
PV = Present value of house (PV=$135,200)
r = rate of interest (r=0.05)
t = period of mortage (t=25)
Substitute the values into formula and solve for FV




Hence, The value of Brock's house will be $457,835 in 25 years.