$25,000, and you expect it to appreciate 10 percent per year in value, how much will your land be worth 10 years

$64,843.56

Explanation:

If you purchase a parcel of land today for $25,000 and you expect it to appreciate 10 percent per year in value, how much will your land be worth 10 years from now.

Appreciation value = (1+r)^n × PV

Where,

r= appreciation rate = 10%

n= number of years = 10 years

PV = present value = $25,000

Appreciation value = (1+r)^n × PV

= (1 + 10%)^10 × 25,000

= (1 + 0.1) ^10 × 25,000

= (1.1)^10 × 25,000

= 2.5937424601 × 25,000

= 64,843.5615025

Approximately $64,843.56

The land will be worth $64,843.56 in 10 years from now

answer: marginal utility of the fourth brownie is 0.

explanation: marginal utility is the addtional utility gained from the consumption of one more unit of a good. it is given by,

so, marginal utility at the 4th unit will be given by

since, the values are not given here, you can simply find marginal utility at fourth unit by subtracting total utility at 3rd unit from total utility at 4th unit.