Answer:
The balance in the paid in capital in excess of par will be $478,950.
Explanation:
As 4,210 shares is retired and each shares carries a $5 Paid-in capital in excess of par ( Issued price - Par value = $8 - $3 = $5), the retirement of 4,210 shares will include the clear of 4,210 x 5 = $21,050 in Paid-in capital in excess of par.
The beginning balance of the Paid-in capital in excess of par account = (8 -3) x 100,000 = 300,000
=> The remaining balance of the Paid-in capital in excess of par account = 500,000 - 21,050 = $478,950.
So, the answer is $478,950.
Answer:
Measured over equal time periods.
Explanation:
To get an understanding of the <u>rate</u> of return you first need to lay down a period of time that you can use as a baseline when comparing the return of each investment.
Answer:
b. they can be used to produce a variety of products without the need for expensive retooling.
Answer:
Explanation:
A. The journal entries are shown below:
On September 12
Investment A/c - Bengals Inc A/c Dr $598,220 (42,730 × $14)
To Cash A/c $598,220
(Being the acquired investment including brokerage commission is recorded)
On December 31
Unrealized gain or loss on available-for-sale securities A/c Dr $85,460
To Valuation allowance for available-for-sale securities $85,460
(Being decline in share value is recorded)
The computation is shown below:
= 42,730 shares × ($14 per share - $12 per share)
= 42,730 shares × $2 per share
= $85,460
B. The unrealized gain or loss for available-for-sale investments is shown in the Stockholder equity section on the balance sheet. It is to be shown in the negative item in the equity section.
Answer:
positive relationship between consumption and disposable income
Explanation:
The consumption function shows the relationship between consumer spending and disposable income.
the formula used to calculate consumption function is:
C = A + MY
- C = consumer spending
- A = autonomous spending
- M = MPC or marginal propensity to consume
- Y = disposable income
The consumption function has a upward slope since the relationship between consumer spending and disposable income is always positive, i.e. the more disposable income you have, the more you will consume.
