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d1i1m1o1n [39]
3 years ago
5

Recent advances in dna technology has provided other techniques for microbial identification. are the methods you used in these

exercises still valuable, and if so, when might they be used
Business
1 answer:
mr Goodwill [35]3 years ago
3 0

Answer: Morphology

Explanation:

Morphology can be defined as the study of things, their form and shapes. Morphology in some scenario looks out for or are being used for carrying out some microscopic activities unseen by the eyes alone. These exercise are valuable and are been used by government and private health agencies.

You might be interested in
Sunset Corp. currently has an EPS of $2.09, and the benchmark PE for the company is 18. Earnings are expected to grow at 6.5 per
olga_2 [115]

Answer:

a. The estimate of the current stock price is $37.62

b. The target stock price in one year is $40.065

c. The implied return on the company's stock over the next year, Assuming the company pays no dividends is 6.51%

Explanation:

a. In order to calculate estimate of the current stock price would have to mak the following calculation:

current stock price=EPS*PE

current stock price=$2.09*18

current stock price=$37.62

The estimate of the current stock price is $37.62

b. To calculate the target stock price in one year we would have to make the following calculation:

target stock price in one year=EPS in one year* PE

EPS in one year=EPS*(1+percentage of Earnings expected to grow)

EPS in one year=$2.09*(1+0.065)

EPS in one year=$2.226

Therefore, target stock price in one year=$2.226*18

target stock price in one year=$40.065

The target stock price in one year is $40.065

c. To calculate the implied return on the company's stock over the next year Assuming the company pays no dividends we would have to use the following formula:

implied return on the company's stock over the next year=P1-P0/P0

implied return on the company's stock over the next year=$40.065-$37.62/$37.62

implied return on the company's stock over the next year=6.51%

The implied return on the company's stock over the next year, Assuming the company pays no dividends is 6.51%

4 0
3 years ago
Policy analysts can estimate the value of a human life through ____.
nikklg [1K]
Policy analysts can estimate the value of a human life through contingent valuation methods. It is a method use to estimate the value of a good that is placed by a person. It involves asking people to report their willingness to pay or accept in order to have or give up a certain good. It is used to evaluate the economic values of all goods.
3 0
3 years ago
You purchased a zero-coupon bond one year ago for $279.83. The market interest rate is now 9 percent. Assume semiannual compound
Salsk061 [2.6K]

Answer:

4.20%

Explanation:

The zero-coupon bond now 14 years left before maturity,which means that we need to compute the price with 14 years maturity and interest rate of 9% per year in order to determine the total return on the bond over a year period.

Price of the bond=present value of face value of $1000

9% annually while 4.5% is the semiannual yield

the bond has 28 semiannual periods in 14 years

price of the bond today=$1000/(1+4.5%)^28=$291.57  

return over a year=($291.57-$279.83)/$279.83=4.20%

5 0
4 years ago
You have noticed that paying higher wages attracts more productive employees. However, you are concerned that there may be a lim
Sav [38]

Answer:

The level of wages that maximize tge profit is $61.257

And the correspond value for the profit is:

p(61.257)=50(61.257)-0.5(61.257)^2 + .001(61.257)^3 + 200=1616.502

Explanation:

For this case we have the following function:

p(x)= 50x -0.5x^2 +0.001x^3 +200

Where x represent the daily wages paid 0 \leq x \leq 500, and p(x) the profit, the objective is maximize this function, and in order to do this the first step is derivate the function respect to x and we got this:

\frac{dp}{dx}=50-x+0.003x^2

As we can see we have a quadratic equation now we need to set up equal the derivate obtained to 0 and then solve for the critical points, like this:

\frac{dp}{dx}=0.003x^2 -x +50 =0

We can use the quadratic formula given by:

x =\frac{-b \pm \sqrt{b^2 -4ac}}{2a}

And for this case a=0.003 , b=-1 , c =50

Replacing this we got :

x =\frac{-(-1) \pm \sqrt{(-1)^2 -4(0.003)(50)}}{2(0.003)}

x = \frac{1 \pm \frac{\sqrt{10}}{5}}{0.006}

And we got:

x_1 =61.257 , x_2= 272.076

Now we need to find the second derivate, like this:

\frac{d^2p}{dx^2}=0.006x-1

And we can replace the values obtained:

0.006(61.257)-1 =-0.632

So then 61.257 is a maximum.

0.006(272.076)-1 =0.632 >0

So then 272.076 is a minimum.

So then the level of wages that maximize tge profit is $61.257

And the correspond value for the profit is:

p(61.257)=50(61.257)-0.5(61.257)^2 + .001(61.257)^3 + 200=1616.502

4 0
3 years ago
Homework American Corporation has the following financial information.
zavuch27 [327]

Answer:

A. Cash = 21% increase, A/R = 22% increase, Inventory = 17% decrease.

Explanation:

A base year can be described as a year that is used as a reference year for comparison with other years.

To calculate the percentage increase/decrease of each current asset amount of Homework American Corporation, the following formula is used suing Year 1 as the base year.

Percentage increase/decrease = [(Year 2 amount - Year 1 Amount) / Year 1 Amount] * 100 .............................. (1)

Using equation (1), we have:

Percentage increase/decrease in Cash = [($245.90 - $202.95) / $202.95] * 100 = [$42.95 / $202.95] * 100 = 0.21 * 100 = 21% increase

Percentage increase/decrease in Accounts Receivable (A/R) = [($485.34 - $398.02) / $398.02] * 100 = [$87.32 / $398.02] * 100 = 0.22 * 100 = 22% increase

Percentage increase/decrease in Inventory (A/R) = [($648.54 - $785.12) / $785.12] * 100 = [-$136.58 / $785.12] * 100 = -0.17 * 100 = 17%

Based on the calculations above, the correct option is e. A. Cash = 21% increase, A/R = 22% increase, Inventory = 17% decrease.

4 0
4 years ago
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