Answer: false
Explanation:
Annuity due is an annuity whereby the payment is normally due at the beginning of every period which can be annually, semi annually, monthly, or quarterly. Examples of payments with annuity due include rents and, leases.
In ordinary annuity, the main difference is that the payments have to be made at the end of every period.
It should be noted that the present value of an annuity due is typically worth more when it is compared to the present value of ordinary annuity.
<u>Given:</u>
Beginning retained earnings = $217,000
Revenues = $417,000
Expenses = $358,500
Dividends = $12,700
<u>To find:</u>
Ending retained earnings
<u>Solution:</u>
To calculate the ending retained earnings first we have to calculate the net income of the company. The formula to calculate the net income is as follows,

On plugging in the values in the above formula we get,

The formula to calculate the ending retained earnings is as follows,


Therefore, the retained earnings on the balance sheet as of December 31, 2016 will be $262,800 that is option c.
Answer:
$13.39
Explanation:
future value of an annuity = monthly payment x FV annuity factor
monthly payment = future value / FV annuity factor
future value = $1,000,000
FV annuity factor = [(1 + 0.5%)¹¹⁸⁸ - 1 ] / 0.5% = 74,670.60843
monthly payment = $1,000,000 / 74,670.60843 = $13.39
Answer:
$51
Explanation:
Data provided:
Sales function as: ( q = −p + 136 ) million phones
here, p is price in dollars
a) supply function as: ( q = 9p - 374 ) million phones
now,
for equilibrium price, the supply should be equal to the sales
i.e
−p + 136 = 9p - 374
or
136 + 374 = 9p + p
or
10p = 510
or
p = $51
Hence, the equilibrium price should be $51