Answer and Explanation:
The journal entry is shown below:
Cash Dr (1,000 × $65) $65,000
To Sales revenue $59,000
To Deferred Revenue -Discount coupon $6,000
(1,000 × $100 × 30% × 20%)
(Being the sales revenue is recorded)
here the cash is debited as it increased the assets and credited the sales revenue and deferred revenue as it increased the revenue and liabilities
Answer:
The answer is: be able to recover damages
Explanation:
In order for a Drake (the plaintiff) to be able to recover damages he must prove that he suffered an injury (economic injury in this case) by Eve's false claims.
Eve promised to multiply Drake's money and instead Drake lost money. The proof of injury would be the money lost by trading with Eve's false algorithm.
Answer:
A. 8.15
Explanation:
WACC is the firm's weighted average cost for the capital that is employed from different sources which includes common equity, preferred equity and debt.
In order to calculate WACC, the weighted average cost of each capital is added, so the formula becomes:
WACC = (E x %E) + (D x (1 - Tax) x %D) + (PE x %PE)
E = Common equity
D = Debt
PE = Preferred equity
%E = Common equity / total capital
%D = Debt / total capital
%PE = Preferred equity / total capital
Tax = Tax rate
<em>Interest on debt is a tax deductible expense therefore the interest rate is taken after accounting for tax in order to calculate WACC.</em>
<u>Calculation:</u>
Using the above formula we can calculate WACC
WACC = (11.25% x 55%) + (6.5% x (1-40%) x 35%) + (6% x 10%)
WACC = 0.0815 or 8.15%
Answer:
The cost of the work transferred-out during May is $18,630
Explanation:
For computing the cost of work transferred, first we have to compute the conversion cost per unit and material cost per unit
The conversion cost per uni = Conversion cost ÷ (transferred units + work in progress)
= $11,160 ÷ (2,700 + 300 × 30%)
= $11,160 ÷ (2,700 + 90)
= $11,160 ÷ 2,790
= $4 per unit
Now, material cost per unit = Material cost ÷ (transferred units + work in progress)
= $8,700 ÷ (2,700+300)
= $8700 ÷ 3,000
= $2.9 per unit
So, total cost of the work transferred is equals to
= Transferred units × conversion cost per unit + transferred units × material cost per unit
= 2,700 × $4 + 2,700 × $2.9
= $10,800 + $7,830
= $18,630
Hence, the cost of the work transferred-out during May is $18,630
<span>a contractionary fiscal policy that will shift the aggregate demand curve to the left by an amount equal to the initial change in investment times the spending multiplier.</span>