Answer:
c. $8
Explanation:
Calculation to determine the selling price
First step is to calculate the Markup percent
Markup percent= (90,000 + 150,000) / (30,000 x 15)
Markup percent = .533
Now let calculate the selling price
Selling price=533 x $15 per unit
Selling price= $8
Therefore the Selling price will be $8
Answer:
Explanation:
The journal entries are shown below:
1. Loss on Investment A/c Dr $1,800 (1,200 shares × $31 - $39,600)
To GE shares investment A/c $1,800
(Being the adjustment is recorded)
2. Retained earnings A/c Dr $37,200 (1,200 shares × $31)
To Property Dividends Payable $37,200
(Being the entry is made on declaration date)
3. Property Dividends Payable A/c $37,200
To GE shares investment A/c $37,200
(Being the entry is made on payment date)
The correct answer is routine problem solving. Routine
problem solving is being defined as having to associate at least one arithmetic
operations or even a ratio in regards to solving problems that are likely to be
practical in nature or in the environment.
Answer:
Explanation:
Using Fisher equation <u><em>(Which is estimating the financial mathematics and economics relationship among real interest rates nominal interest rates under inflation.) </em></u>which goes like this
where
Inflation = (1+0.08) / (1+0.06) - 1 = 1.88% (Could be approximated as 2%)
Answer:
a) Contribution from the special order= $52,640.
b) Stuart should accept the order
Explanation:
The amount of contribution to profit from the special order is the difference between the revenue and the relevant cost of variable cost of the special order.
The relevant cost of the special order is equal the sum of all variable cost only.
Note that the allocated facility overhead is irrelevant to whether to accept or reject the order. This is so because the costs would still be incurred either way.
Relevant variable costs of special order = (880 + 510) × 47 = $65,330
Sales revenue = 2,510 × 47 = $117,970.00
Contribution from the special order =$117,970.00 - $65,330
= $52,640.00
B) Stuart should accept the special order because it would increase its profit by $52,640.
