Answer:
Net promoter score.
Explanation:
Net promoter score can be defined as a metric that measures the customers willingness to recommend the clients product and services to others.
In Business management, one of the key metrics that is being used by producers or service providers to measure the efforts of a customer to recommend their products and services to others is the net promoter score. The net promoter score is graded on a scale of -100 to 100 to measure customer satisfaction and the willingness of the customer to recommend such products or services to their peers, families or colleagues.
This ultimately implies that, a net promoter score helps business owners to gather information on how satisfied their customers are and if they would be loyal enough to the brand by recommending their products or services to others.
Answer:
Diluted earnings per share is $1.38
Explanation:
The earnings per share =earnings for common stock/number of common stock
However,the diluted earnings considers a situation where the bonds as if the bonds have been converted to common stock,hence the after tax interest payment on the bonds would be saved by increasing net income attributable to common stock and the number of common stock also increase at the same time with the possible number of stocks issued in place of bonds.
diluted earnings per share=$3,000+($21,000*2%*(1-25%)/1200+1200
=$3315/2400=$ 1.38
Answer:
Market price of bond = $2,166.30
Explanation:
Step 1
<em>Calculate the interest payment per 6 months and number of periods</em>
Interest rate per 6 months = (5.96% × 2000)/2 = 59.6
Number of periods = 19 × 2 = 38 periods
Step 2
<em>Calculate the Present Value (PV) of the interest payment</em>
Yield per six month = 5.3%/2 = 2.65%
PV = A × (1+r)^(-n)
= 59.6× ( (1.0265)^(-38)/0.0265 )
= 59.6 ×23.7685
= $1,416.60
Step 3
<em>Calculate the PV of the Redemption Value (RV)</em>
PV = RV × (1+r)^(-n)
= 2000 × (1.053)^(-19)
= 749.705925
Market price of Bond =1,416.60 + 749.70
= $2,166.30
Market price of bond = $2,166.30
Answer:
Microsoft will choses High price and you will choose to enter the market .
Explanation:
The Nash equilibrium
<u> You </u>
<u> enter Don't enter</u>
Microsoft high price ( $30 , $10 ) ( $60 , $0 )
Microsoft low price ( $20, -$5 ) ( $50, $0 )
From the Nash equilibrium the best time for you to enter the market is when Microsoft Charges a high price
While the best time for Microsoft is when it charges a high price and you do not enter the market
But considering Simultaneous Move game : Microsoft will choses High price and you will choose to enter the market .
I think c because that is what I got