Answer: Independent bank reconciliations.
Explanation:
A bank reconciliation is a process by which the records of a bank account are verified to be correct, by comparing the personal records with the records that appear on the bank statement. This process is usually done independently when a company wants to audit its accounts and reconcile its processes.
Because this is a review of bank accounts (savings, payroll, checking accounts), no physical control is needed to do it, but rather a monetary control.
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Answer: B) The option premium is greater or equal to its intrinsic value because of the time premium.
Explanation:
The option premium can be calculated by adding the time premium and the intrinsic value. The time premium is the part of the option premium that accounts for the time remaining till the premium matures while the intrinsic value is the difference between the value of underlying asset and the strike price.
As the time premium can be zero but never negative, the option premium can either be greater than its intrinsic value or equal to it. It cannot be lower than it because of the time premium.
Issuing 25,000 shares of $5 par value common stock for $20 per share.
Cash (25,000 x 20) 500,000
Common stock (25,000 x 5) 125,000
Additional Paid-In Capital (25,000 x 15) 375,000
The net loss will only be reflected as a deduction from retained earnings. Retained earnings is where the net income or net loss of the company will be under in the year-end balance sheet. It is the balance of all income and loss the company has since its inception.
Answer:
(a) 72
(b) 57.6
(c) 46.08
Explanation:
Given that,
Units produced = 1
Marginal Labor Time = 112.50
Units produced = 2
Marginal Labor Time = 90.00
First, we need to calculate the learning rate.
Learning Rate:
= (Marginal labor time for producing 2 units ÷ Marginal labor time for producing 1 units) × 100
= (90 ÷ 112.50) × 100
= 80%
At production level of 1 unit:
Marginal Labor time = 112.5
At production level of 2 units:
Marginal Labor time:
= Marginal Labor time at 1 unit × Learning rate
= 112.5 × 80%
= 90
(a) At production level of 4 units:
Marginal Labor time:
= Marginal Labor time at 2 units × Learning rate
= 90 × 80%
= 72
(b) At production level of 8 units:
Marginal Labor time:
= Marginal Labor time at 4 units × Learning rate
= 72 × 80%
= 57.6
(c) At production level of 16 units:
Marginal Labor time:
= Marginal Labor time at 8 units × Learning rate
= 57.6 × 80%
= 46.08
