At a price of $10, the marginal revenue of a monopolist is $6. if the marginal cost of production is $8, the monopolist should keep the price at same level in order to maximize profits.
For increasing the profits the monopolist should increase the marginal revenue to $8 so that the mr =mc.
Every firm follows the rule of profit maximization. In this rule marginal cost is equal to the marginal revenue and the MR intersects the MC curve the profit will be the maximum at this level.
The marginal cost of production and marginal revenue are the economic measures which are used to determine the amount of output and the price per unit of a product that will maximize profits.
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A because if the person that you hit says you caused it for a reason
Answer:
I ,II and IV
Explanation:
Mortgage backed securities are either a claim for equity in a pool of mortgages, or a duty secured by a pool. Such claims reflect home loan securities. Loans borrow from mortgage lenders and then sell bundles of those loans on the resale market.
Specifically, once those loans are paid off, they sell their claim to the mortgage cash inflows. The issuer of the mortgage needs to maintain the loan, receiving principal and interest payments, and transfers those payments on to the mortgage borrower.
Therefore according to the given situation the correct answer is I, II, IV
Answer:
$114 unfavorable
Explanation:
For computing the overall variable overhead efficiency variance first we have to need to find out the standard variable overhead rate which is shown below:
= ($11,680 + $41,900) ÷ 4,700 hours
= $11.4
Now the variable overhead efficiency variance is
= standard variable overhead rate × (Actual machine hours - standard machine hours)
= $11.4 × (4,740 machine hours - 4,730 machine hours)
= $114 unfavorable
This unfavorable indicates the actual hours are more than the standard hours
Answer:
c) $767,464.54
Explanation:
The computation of the future value of an annuity is shown below:
As we know that
Future value of annuity F = Payment made × ((1 + rate of interest)^t - 1) ÷ r
ate of interest
= $3,400 × (1.092^35 - 1) ÷ 0.092
= $3,400 × 225.7249
= $767,464.54
Hence, the future value of an annuity is $767,464.54
Therefore the correct option is c.
