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motikmotik
3 years ago
7

Kim has worked in the tech industry for some time and would like to start consulting. In opening her new business, she will need

equipment. She needs to purchase 3 laptops, 2 desktop computers, and a fax machine. Each laptop costs $546.78, each desktop computer costs $1,255.99, and the cost of the fax machine is $125.99. She currently has $3,500 in her savings account. Determine if Kim has enough in her savings account to cover the expenses of her new company, and if she doesn't have enough, determine the amount needed to cover the cost.a.Kim can cover the cost with $315.25 left over.b.Kim can cover the cost with $477.68 left over.c.After expenses, Kim will need an additional $1,478.52 to start her company.d.After expenses, Kim will need an additional $778.31 to start her company.
Business
1 answer:
Georgia [21]3 years ago
4 0

Answer:

The correct answer is D "After expenses, Kim will need an additional $778.31 to start her company"

Explanation:

Equipment that Kim need:

3 laptops = $546.78 each one, so $546.78 x 3 (number of laptops) = $1640.34

2 desktop computers = $1255.99 each one, so $1255.99 x 2 (Number of desktop computers) = $2511.98

1 Fax Machine = $125.99 each one, so $125.99 x 1 (Number of fax) = $125.99

The total amount that Kim will need is: $1640.34 + $2511.98 + $125.99= $4278.31

And She currently has $3,500 in her account

<em>Kim will need and additional of $778.31, beacuse $4,278.31 - $3,500= $778.31</em>

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Answer:

It will affect the profit after taxes of the company.

Explanation:

A higher ROI means that for the same level of investment, higher levels of return are achieved. In this case, the company's return is the profits after taxes, those that shareholders have the right to claim. Without considering variances in the level of investment, higher levels of profit can be obtained by a more significant difference between revenue and total expenses (including costs, operative expenses and depreciation and interests)

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3 years ago
The current yield curve for default-free zero-coupon bonds is as follows:
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Answer:

A) the implied 1 year forward rates respectively 9,8 , 11,81 and 13,83 according to the formular

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The answere: The will be a shift upwards in next years curve.

c) Assume a par of 1000

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c2 the zero coupon bond at three year zero is trading at 1000/1.1282 = 886.446 and according to the ytm the coupon is trading at 1000/13.83^3= 715.607

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3 years ago
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Answer:

Following are the solution the given question:

Explanation:

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7 0
3 years ago
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Answer:

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This means that we must choose one value for Y that divided by 3 equals another option:

the only possibility that fits the equation is:

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Answer:

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