Answer:
17%
Explanation:
Margin of safety = (sales - sales at break-even point ) / sales × 100 = $ 800 000 - $ 664 000 / $ 800 000 × 100 = 17%
Answer:
Profit maximising price = 48
Explanation:
Total Cost : C (x) = 8x + 3
Demand Curve : p (x) = 88 − 2x
Total Revenue = p (x). x = x (88 - 2x) = 88x - 2x^2
Profit maximisation is where Marginal Cost (MC) = Marginal Revenue (MR)
MC = d TC / d Q = d (8x + 3) / d x = 8
MR = d TR / d Q = d (88x - 2x^2) / d x = 88 - 4x
Equating MR & MC ,
88 - 4x = 8 , 88 - 8 = 4x
x = 80 / 4 , x = 20
Putting value in demand curve,
p = 88 - 2x = 88 - 2 (20) = 88 - 40
p = 48
Answer:
e. None of the above assumptions would invalidate the model
Explanation:
Incomplete question <em>"The constant growth model is given below: P0 = [D0(1 + g)]/[(rs - g)]"</em>
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According to dividend discount model,
P0 = D1/(R-G)
D1 - Dividend at t =1
R - Required rate
G - Growth rate
This would be invalid if R < G. In other words, Dividend growth model will be invalid in only one situation, that is, when growth rate is more than require return. In this situation growth model cannot be used.
Answer:
Annual depreciation = $44,400
Explanation:
Given,
Purchase price of the delivery van = $111,000
Salvage value = $11,400
Useful Life = 5 years
We know that
annual depreciation under double declining balance (%) = (100%/useful life)*2
Putting the value in the formula, Annual depreciation (%) = (100%/5)*2
= 40%
Annual depreciation = Purchase Price*Percentage of annual depreciation
Annual depreciation = $111,000*40% = $44,400
Answer:
(D) Credit to Paid-In Capital from Treasury Stock for $800.
Explanation:
Please see attachment
