<span>There is a popular rule
called the rule of 72 where in you will divide 72 by the interest rate of your
investment to know the length of time the value of your money will double. In here, 72 divided by 11 is 6.55 years. Your
$17,000 will be $34,000 after approximately 6.55 years.</span>
Answer:
$287,924.84
Explanation:
We are to calculate the future value of the annuity
The formula for calculating future value = A (B / r)
B = [(1 + r)^n] - 1
FV = Future value
P = Present value
R = interest rate
N = number of years
[(1.12)^17 - 1] / 0.12 = 48.883674
$5,890 x 48.883674 = $287,924.84
Answer:
1. Equilibrium price ,p = $1.20 per pound, equilibrium quantity = 95 million pounds.
2. Surplus = 0
Explanation:
1. From the question,
the equilibrium price = 1.20
The equilibrium quantity = 95 million per pounds.
Equilibrium is gotten when Quantity supplied = quantity demanded.
2. When price floor == $1.00
Quantity demanded = 101
Quantity supplied = 79
Monthly surplus = 79 - 101 = -22
Quantity demanded > quantity surplus.
This implies that there is no surplus.
Surplus = 0
3. If a decrease in cost of feeding cows shift supply by 40 million we will have new supply schedule =
New qs = Qs + 40
63+40 = 103
71+40= 111
79+40 = 119
87+40= 127
95 + 40 = 135
103 + 40 = 143
111+40 = 151
119 + 40 = 159
127 + 40 = 167
135 + 40 = 175
143 + 40 = 183
Answer:
<em>Fully amortizing payment</em>
Explanation:
Fully amortizing payment<em> corresponds to a regular loan payment whereby, when payments are made by the borrower in accordance with the amortization schedule of the loan, the loan will be fully paid off by the end of its term. </em>
When the loan is a set-rate loan, the same dollar amount for each fully amortizing fee.
Answer:
Annuity due, because it yields a greater future value.
Explanation:
Given that the future value of the ordinary annuity is $22713.1822713.18
Rounded off to the nearest cent we get
22713.18 $ from ordinary equity
The future value of the annuity due is $25211.6325211.63.
Rounded off to the nearest cent we get
25211.63 $
Assuming all else are identical , we prefer to select the one which gives more future annuity.
On comparison we find that annuity gives more future value.
So answer is
Annuity due, because it yields a greater future value.