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Aleksandr-060686 [28]
3 years ago
12

In a population of 100 individuals, we have 25 people that are homozygous AA, 50 people that are heterozygous Aa, and 25 people

that are homozygous aa. How many A alleles are in the homozygous AA group?
Business
1 answer:
ch4aika [34]3 years ago
6 0

Answer:

50 A alleles

Explanation:

Since the question only wants information regarding the homozygous AA group, the information pertaining the other two groups may be disregarded.

Each individual with the AA genotype has two A alleles. Therefore, if there are 25 individuals that are homozygous AA, the number of A alleles in this group is:

n = 25*2=50\ A\ alleles

There are 50 A alleles in in the homozygous AA group.

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The required volume of output to produce the motors will not require any incremental fixed overhead. Incremental variable overhe
Ludmilka [50]

Answer: Income will increase by $16 per unit

Explanation:

Your question isn't complete but the completed question was gotten online and would be used in answering the question accordingly.

The effect on income if Derby decides to make the motors will be calculated thus:

In-house:

Direct material = 38

Direct labor = 50

Overhead (Incremental) = 21

Total variable cost = 109

Outside:

Cost of supply = 125

Therefore, the income per unit will increase by (125 - 109) = 16.

3 0
3 years ago
The credit portion of the adjustment for the depletion of a coal mine was credited to the Coal Mine account. This error would ca
alex41 [277]

its not b. the periods net income to be understated

7 0
3 years ago
An investment project has annual cash inflows of $4,400, $3,900, $5,100, and $4,300, for the next four years, respectively. The
RoseWind [281]

Answer:

Discounted payback period shall be as follows:

a. 1 year 7.36 months

b. 2 years 3.27 months

c. 3 years 2.9 months

Explanation:

a. Payback period in case of cash outflow = $5,700

For calculating the pay back period we shall firstly discount the cash flows to present value @14 %.

Year         Cash Flow         PV Factor           PV of Cash Flow       Cumulative

                                                                                                            Cash Flow

0                 -  $5,700            1                             - $5,700                    -5,700

1                     $4,400         0.877                         $3,858.8                -$1,841.2

2                    $3,900         0.770                         $3,003                    $1,161.8

Since the cumulative cash flows are positive in 2nd year payback period =

1 + \frac{1,841.2}{3,003} \times 12 = 1 year and 7.36 months

b. Payback period in case of cash outflow = $7,800

For calculating the pay back period we shall firstly discount the cash flows to present value @14 %.

Year         Cash Flow         PV Factor           PV of Cash Flow       Cumulative

                                                                                                            Cash Flow

0                 -  $7,800            1                             - $7,800                    -7,800

1                     $4,400         0.877                         $3,858.8                -$3,941.2

2                    $3,900         0.770                         $3,003                    -$938.2

3                    $5,100          0.675                         $3,442.5                  $2,504.3

Since the cumulative cash flows are positive in 3rd year payback period =

2 + \frac{938.2}{3,442.5} \times 12 = 2 years and 3.27 months

b. Payback period in case of cash outflow = $10,800

For calculating the pay back period we shall firstly discount the cash flows to present value @14 %.

Year         Cash Flow         PV Factor           PV of Cash Flow       Cumulative

                                                                                                            Cash Flow

0               -  $10,800            1                          - $10,800                   -$10,800

1                   $4,400         0.877                         $3,858.8                 -$6,941.2

2                  $3,900         0.770                         $3,003                    -$3,938.2

3                  $5,100          0.675                         $3,442.5                   -$495.7

4                  $4,300          0.592                        $2,545.6                   $2,049.9

Since the cumulative cash flows are positive in 4th year payback period =

3 + \frac{495.7}{2,049.9} \times 12 = 3 years and 2.9 months

Final Answer

Discounted payback period shall be as follows:

a. 1 year 7.36 months

b. 2 years 3.27 months

c. 3 years 2.9 months

7 0
4 years ago
Anita is developing a website for her photography business. On the home page, she wants to include a link to another webpage in
kotegsom [21]

Relative link can be inserted.

A relative link thinks that the page to which you're connected is the website and folder to which you've posted the web page. This link is under the same website URL and folder (Articles) as this page, thus we only refer to it by this link. There are two advantages of using relative references versus absolute references.

A Relative Reference is a partial http address that is a portion of a whole directory path. Remember that if no server name or path is supplied in html, the file reference will default to the current directory.

Therefore the answer is relative link.

To know more about relative link click here:

brainly.com/question/15052413

#SPJ4

4 0
2 years ago
Since your birth​, your grandparents have been depositing $ 100 into a savings account every month. The account pays 9​% interes
g100num [7]

Answer:

Future Value= $53,635.17

Explanation:

Giving the following information:

Since your birth​, your grandparents have been depositing $ 100 into a savings account every month. The account pays 9​% interest annually.

First, we need to calculate the monthly interest rate:

Real interest rate= 0.09/12= 0.0075

Now, using the following formula, we can calculate the future value:

FV= {A*[(1+i)^n-1]}/i

A= monthly deposit= 100

n= 18*12= 216

i= 0.0075

FV= {100*[(1.0075^216)-1]}/0.0075

FV= $53,635.17

3 0
4 years ago
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