A $2,000 bicycle depreciates at a rate of 10% per year.
After how many years will it be worth less than $1,000?
o 5 years
o 7 years
o 10 years
o 100 years
we know that
the equation that represent this problem is equal to

where
y -----> the value of the bici
a=2,000
r=0.10
substitute
For y=1,000

greater than 6.57 years
answer is 7 years