The journal entry to replenish the fund on January 31 is $46.
<h3>What is a replenishment?</h3>
In a journal entry, this refers to refilling up a depleted cash box in a petty cash system.
The replenishment = $375- $190 - $95 - $35 - $9
The replenishment = $46
Therefore, the journal entry to replenish the fund on January 31 is $46.
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B because it doesn’t reflect very well on yourself or attitude towards motivation to work.
Answer:
A) Cash (debit) 180,000; Common stock (credit) 150,000; Additional paid-up capital-common stock (credit) 30,000 - Debit - Credit = 0
B) Cash (debit) 255,000; Preferred stock (credit) 250,000; Additional paid-up capital-preferred stock (credit) 5,000 - Debit - Credit = 0
C) Cash (debit) 900,000; Common stock (credit) 600,000; Additional paid-up capital-common stock (credit) 300,000 - Debit - Credit = 0
Explanation:
In Eastport Inc.´s case all 3 situations are similar, shares (Stockholders´Equity) increased, so credits in 4 accounts, according to the type of shares that are issued, must be registered: Common stock, Preferred stock, Additional paid-up capital-common stock, Additional paid-up capital- preferred stock. We will recognize the par value and stated value of the shares and the difference between this and the price paid by shareholders will be recognized as additional paid-up capital. Also, cash (Asset) is received as payment for the shares so a debit must be registered in the account Cash.
Answer:
4.83%
Explanation:
Given that
Income = 28
End of period value = 2.40
Original value = 29
Recall that
HPR = ((Income + (end of period value - original value)) / original value) × 100
Therefore,
HPR = 28 + (2.40 - 29)/29 × 100
= (28 + ( - 26.6) / 29) × 100
= (1.4 / 29) × 100
= 0.04827 × 100
= 4. 83%
Answer:
Risk-free rate decreases
Explanation:
The CAPM formula for calculating cost of equity requires one to know the value of 3 pieces of information only:
1. the market rate of return,
2. the beta value
3. the risk-free rate.
Ra = Rrf + [Ba∗(Rm−Rrf)]
where:
Ra=Cost of Equity
Rrf = Risk-Free Rate
Ba = Beta
Rm=Market Rate of Return
From the formula
Ra = Rrf + [1.2∗(Rm−Rrf)]
Ra = Rrf + 1.2Rm - 1.2Rrf
From Ra = 1.2Rm -0.2Rrf
From the expression above, it can be seen that the lower the value of Rrf (Risk-Free rate), the higher the value of Ra.