Answer:
Marcus should control his emotions
Explanation:
It is natural for Marcus to become angry because of Amy's action. Nonetheless, as team member, he will need to control himself, to be effective as such. Lest such furiosity turn out to become a chaos in a work environment and hinder efficiency, consequently frustrating the aim of the team.
The account that’s compounded continuously is the better investment long-term because you accrue interest on top of interest on a daily basis which grows exponentially.
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Personal Purchases.
Mercantile Purchasing.
Industrial Purchasing.
Institutionalized or government purchasing.
Answer:
The cost of equity is 9.91%
Explanation:
The constant growth model of the DDM is used to calculate the price of the share or the fair value per share based on a constant growth in dividends and the required rate of return which is also known as cost of equity.
Plugging in the available values in the formual we can calculate the cost of equity or the required rate of return.
73.59 = 4.57 / (r - 0.037)
73.59 * (r - 0.037) = 4.57
73.59r - 2.72283 = 4.57
73.59r = 4.57 + 2.72283
r = 7.29283 / 73.59
r = 0.0991 or 9.91%
Answer: 24.60 minutes (2dp)
Explanation:
The question is essentially asking that we find the Standard Time it takes to serve a customer.
To do this we would have to calculate the averages of the different elements and then use this to find the normal time which we can then use to find the Standard Time.
Element 1
= (3 + 4 + 4 + 3 + 3)/5
= 3.4
Element 2
= ( 9 + 8 + 10 + 11 + 10)/5
= 9.6
Element 3
= ( 7 + 8 + 6 + 7 + 8)/5
= 7.2
We then calculate the normal times by multiplying each of the individual means with their performance ratings.
That would be,
Element A
= 3.4 * 70%
= 2.38
Element B
= 9.6 * 110%
= 10.56
Element C
= 7.2 * 120%
= 8.64
We then add up the normal times to get the total normal time
= 2.38 + 10.56 + 8.64
= 21.58 minutes
Now we can solve for the standard time using this formula,
Standard time = Normal time (1+Allowance factor)
= 21.58 ( 1 + 0.14)
= 24.6012 minutes
= 24.60 minutes (2dp)
The time per unit customer served is 24.60 minutes.
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