Which of these rules of etiquette exists at every workplace?
2 answers:
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Answer and Explanation :
Few information is missing in the question kindly find the attachment
As per the data given in the question,
The formula and the computation is shown below
1) Book value per share = Equity applicable to share ÷ share outstanding
Apple Google
Equity common share a $134,047 $152,502
Common share outstanding b 5,126.201 694.783
Book value per common share a ÷ b $26.15 $219.50
2)Basic EPS = Net income ÷ weighted Avg common share outstanding
Apple Google
Net income a $48,351 $12,662
weighted Avg common share outstanding b 5217.242 693.049
Basic EPS a ÷ b $9.27 $18.27
3)Dividend yield = Cash dividend per common share ÷ Market price per share
Apple Google
Cash dividend per common share a 2.4 0
Market price per share b $154.12 $1046.4
Dividend yield a ÷ b 1.56% 0.00%
4) Price earning ratio = Market price per share ÷ Basic EPS
Apple Google
Market price per share a $154.12 $1046.4
Basic EPS b 9.26754 18.26999
Price earning ratio a ÷ b 16.63 57.27
5) A higher PE ration indicates that investors want to pay a higher share price because of growth expectation in near by future
Therefore Google has higher PE ratio
Hence, investors have greater expectation of performance of Google in future.
Answer:
Cachita should buy put on yen
Explanation:
Given:
The current spot rate = ¥120.00/$
in US $/¥ =
or
in US $/¥ = 0.0083
Maturity time = 90 days
Put on Yen Call on Yen
Strike Price 125/$ 125/$
Strike Price in $/¥ 0.008 0.008
Premium 0.00003/$ 0.00046/$
Therefore,
Here the strike price for put on Yen and call on Yen are same
but the premium for Put on Yen is less than the premium for the call on Yen
Therefore, Cachita should buy a put on yen to get the profit from the rise of the dollar
Answer:
The answer is 27,408.71
Explanation:
Solution
Recall that:
You were left with a trust fund of =$100,00
Interest rate = 6.5%
Money with drawled = 4 installments
Now,
The step to take is to find you could withdraw currently at the start of each of the next 3 years with a zero account to end up with.
Now,
100, 00 = X (1 - (1.065)^-4/.065/1.065
We now solve for X
Thus
X =7,408.71
By applying or using a financial calculator
We arrange it to an annuity due setting - [2nd] [BGN] then [2nd] [Set] this will set it to mode "BGN"
So,
N = 4
I/Y = 6.5
PV = -100,000
FV = 0
CPT PMT
The payments are known to to be 27,408.71
Note : Kindly find an attached copy of the Financial calculator below
