Sam knows that his annual homeowners insurance premium is $0.27 per $100 of value, which usually works out to be $683.10 annuall
y. But Sam is confused by a letter from his insurance company telling him that an increase in the value of his home has led to an increase in his annual homeowners insurance premium. He is now being charged an annual premium of $720.90. Based on the increase in his annual homeowners insurance premium, what was the increase in his home's value? (Note: The cost is still $0.27 per $100, even though the annual premium went up.)
To get the value of Connie's deposits we use the future value of annuity: FV=P[((1+r)^n-1)/r] where: P=periodic deposits r=rate n=time thus plugging our values in the formula we get: FV=2000[((1+0.05)^4-1)/0.05] FV=$8620.25
