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kkurt [141]
3 years ago
11

You are considering acquiring a common share of Sahali Shopping Center Corporation that you would like to hold for 1 year. You e

xpect to receive both $1.85 in dividends and $45 from the sale of the share at the end of the year. The maximum price you would pay for a share today is __________ if you wanted to earn a 10% return.
Business
1 answer:
kodGreya [7K]3 years ago
3 0

Answer:

$42.60

Explanation:

Current value = Future dividends and value*Present value of discounting factor(rate%,time period)

Current value =  $1.85 / (1+10%) + $45 / (1+10%)

Current value =  $1.85/1.1 + 45/1.1

Current value = $ 1.68181 + $40.91

Current value = $42.5918

Current value = $42.60

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Adam Holmes is the Processing Manager of Empire Mortgage Company, a firm that processes loan applications for a number of region
Elina [12.6K]

Answer:

a. <u>Labor variances for 14 PT staff: </u>

Labor rate variance = (Standard Rate – Actual Rate) x (Actual time per app) * (number of apps. completed)

= ($50 - $52) x 1.40 x 2,604

= $7291.20 (Unfavorable)

Labor Efficiency variance = [(Standard hours per app. X number of app.) - (Actual time per App. * number of apps.)] * Std. rate

= [(1.20 * 2,604) - (1.40 * 2,604)] * $50

= [3,124.80 - 3,645.60] * $50

= $26,040 (Unfavorable)

Labor Cost variance = Labor rate variance + Labor efficiency variance

= $7,291.20 (Unfavorable) + $ 26,040 (Unfavorable)

= $33,331.20 (Unfavorable)

<u>Labor variances for 10 SD staff</u>:

Labor rate variance = (Standard Rate – Actual Rate) x (Actual time per app) * (number of apps. completed)

= ($45 - $47) * 1.20 * 1,600

= $3840 (Unfavorable)

Labor Efficiency variance = [(Standard hours per app. X number of app.) - (Actual time per App. * number of apps.)] * Std. rate

= (1.40*1,600) – (1.20*1,600)]*$45

= [2,240 – 1,920] * $45

= $14,400 (Favorable)

Labor Cost variance = Labor rate variance + Labor efficiency variance

= $3,840 (Unfavorable) + $ 14,400 (Favorable)  

= $10,560 (Favorable)

5 0
3 years ago
The major parts of the Stockholders' Equity section of the balance sheet are
torisob [31]

The correct answer is choice D.

The Stockholders’ Equity section of the balance sheet includes stock, paid-iin capital and retained earnings.

5 0
3 years ago
A group of businessmen and women get together to try to solve the problem of decreased sales of their company's products. One of
Tems11 [23]

Answer:

The answer is brainstorming

Explanation:

6 0
3 years ago
"Sydney has a portfolio with 50 shares of AAA with a current value of $20 per share, a return of 12%, and a beta of 1.30. She al
Nezavi [6.7K]

Answer: 12.72%

Explanation:

Given the following information ;

50 Shares of AAA at $20 and expected returns of 12%

25 Shares of BBB at $60 and expected returns of 10%

75 Shares of CCC at $50 and expected returns of 14%

Total value of the portfolio ;

Total Portfolio Value = ( 50×20 ) + ( 25×60 ) + ( 75×50 )

= 1000 + 1500 + 3750 = $6,250

Weight of each share in the portfolio;

Weight of Stock AAA = ( 50×20 ) / 6250 = 0.16

Weight of Stock BBB = ( 25×60 ) / 6250 = 0.24

Weight of Stock CCC = ( 75×50 ) / 6250 = 0.60

Expected return on portfolio is calculated thus;

Expected Portfolio Return = ( Weight of AAA×Expected Returns ) + ( Weight of BBB×Expected Returns ) + ( Weight of CCC×Expected Returns )

Expected Portfolio Return = ( 0.16×0.12 ) + ( 0.24×0.10 ) + ( 0.60×0.14 )

Expected portfolio return = (0.0192+0.024+0.084) = 0.1272

0.1272 = 12.72%

6 0
3 years ago
5. Explain what would happen to interest rates if a new process was developed that allowed automobiles to run off oil that was f
harkovskaia [24]

Answer:

When the new processes are developed for manufacturing it results in interest rate fluctuations. However, operational costs would become uncertain which would further affect the total production costs. Thus the value of an investment would be impacted. Automobile demand from the customers will also get affected. thus, fall in interest rate will have a significant and positive affect on the sale of automobiles as well as revenue.

3 0
3 years ago
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