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Taya2010 [7]
3 years ago
14

Angell Inc. hired you as a consultant to help them estimate their cost of capital. You have been provided with the following dat

a: D0 =$1.20; P0 = $50.00; and g = 6% (constant). Based on the DCF approach, what is the cost of equity from retained earnings?
A. 8.07%



B. 8.26%



C. 8.41%



D. 8.54%



E. 8.70%
Business
1 answer:
DIA [1.3K]3 years ago
3 0

Answer:

Option (D) is correct.

Explanation:

Given that,

Dividend, D0 =$1.20

Price, P0 = $50.00

Growth rate, g = 6% (constant)

Based on the DCF approach, then

Cost of Equity:

= [D0 × (1 + g) ÷ P0] + g

= [(1.20 × (1 + 0.06)) ÷ 50] + 0.06

= (1.272 ÷ 50) + 0.06

= 0.02544 + 0.06

= 0.08544 or 8.54%

Hence, the cost of equity from retained earnings is 8.54%.

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What is the ending balance on the statement of changes in owner's equity for this data?
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A group of workers normally consists of 60 men, 30 women and 20 boys. They are paid at standard hourly rates as under:
dexar [7]
  1. Labour cost variance =  R.s 33,000 (F)
  2. Labour rate variance = R.s 33000 (F)
  3. Labour efficiency variance = 0

Given:

Standard Number of men = 60

Standard Number of women = 30

Standard Number of boys = 20

Standard hour rate for men = R.s 280

Standard hour rate for women = R.s 160

Standard hour rate for boys = R.s 140

Weekly working hour = 40 hours

Expected unit = 5,000 units

Number of men in march week = 70

Number of women in march week = 25

Number of boy in march week = 25

Actual wage for men = R.s 270

Actual wage for women = R.s 165

Actual wage for boys = R.s 130

Actual units = 4,500 units

Find:

  1. Labour cost variance
  2. Labour rate variance
  3. Labour efficiency variance

Computation:

Labour cost variance = [SC for AO] - AC

Labour cost variance =  [( 70 × 280) + (25 × 160) + (25 × 140)] - [(70 × 270) + (25 × 165) + (25 × 130)] × 40  

Labour cost variance = (27,100 - 26,275 ) × 40

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Labour rate variance = (SR - AR) × AH worked

Labour rate variance = [(280 - 270)70 + (160 - 165)25 + (140 - 130)25]40

Labour rate variance = [700 - 125 + 250]40

Labour rate variance = [825]40

Labour rate variance = R.s 33000 (F)

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