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stellarik [79]
3 years ago
9

Which of the following application models is more likely to be suitable for a large company with a number of existing virtualize

d datacenters around the world, needing to make an application available to its worldwide members of staff, some of whom are office based while others are mobile workers using a variety of network clients?a. Distributed application with client software installed on each mobile and desktop device.b. Desktop applications installed on all mobile and desktop devices.c. Distributed web application hosted at datacenters, accessed via browsers on each mobile and desktop device.d. Cloud application hosted by cloud provider, accessed via browsers on each mobile and desktop device.
Business
1 answer:
yulyashka [42]3 years ago
8 0

Answer:

<em>c. Distributed web application hosted at datacenters, accessed via browsers on each mobile and desktop device.</em>

Explanation:

Because the organization has an <em>existing and established virtualized data center, it really is highly probable that it will be able to use available resources to implement the application without incurring the extra cost of signing up to a cloud solution or host.</em>

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Moon Software Inc. is planning to issue two types of 25-year, noncallable bonds to raise a total of $6 million, $3 million from
defon

Answer:

It will issue 34,407 bonds

Explanation:

The Original Issue Discount state that the interest are accrued during the life of the bond and included in the face value.

This means in 25 years, it will receive 1,000 dollars, how much will it pay for that now ?

we have to find the present value which makes the YTM equal to 10%

\frac{Face \: Value }{(1 + rate/m)^{time \times m} } = PV

where m are the times it compound per year

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and time equal to 25 years

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3,000,000/87.20 = 34406.669 = 34,407 OID bonds

6 0
3 years ago
Also the ATC cost
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3 years ago
You wish to purchase a $1,000 bond from a friend who needs the money. There are 7 years remaining until the bond matures, and in
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Answer:

The annual bond rate of interest = 9.8%

Explanation:

<u>A</u> denotes the annual coupon:

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Answer:

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Explanation:

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