Asmall parcel of lot in a rural area costs $50,000 in 1980. if the value of the lot appreciates by 20% every 10 years, how much would the lot be in 2020?

The value of small parcel of lot in 2020 will be $103680.

Solution:

Given, A small parcel of lot in a rural area costs $50,000 in 1980.  

The value of the lot appreciates by 20% every 10 years,  

We have to find how much would the lot be in 2020?

According to given information,  

cost of lot in 1990 → lot cost in 1980 + appreciated cost = 50000 + 20% of 50000

→ cost of lot in 1990 = 50000 + 20/100 x 50000 = 50000 + 1/5 x 50000 = 50000 + 10000 = $60000.

Now, cost of lot in 2000 → lot cost in 1990 + appreciated cost = 60000 + 20% of 60000

→ cost of lot in 2000 = 60000 + 20/100 x 60000 = 60000 + 1/5 x 60000 = 60000 + 12000 = $72000.

Now, cost of lot in 2010 → lot cost in 2000 + appreciated cost = 72000 + 20% of 72000

→ cost of lot in 2010 = 72000 + 20/100 x 72000 = 72000 + 1/5 x 72000 = 72000 + 14400 = $86400.

Now, cost of lot in 2020 → lot cost in 2010 + appreciated cost = 86400 + 20% of 86400

→ cost of lot in 2020 = 86400 + 20/100 x 86400 = 86400 + 1/5 x 86400 = 86400 + 17280 = $103680.

Hence, the value of lot in 2020 will be $103680.

in the attachment.   i didn't see your choices.   the word which means there is choices.

step-by-step explanation:

(x,y)

x tells you how much left or right you go from the origin

y tells you how much down or up you go from the origin

so for example (-3,2), you go left 3 and up twice. i denoted which of the ordered pairs is which in my graph.