365 is what percent of 55?, №17886311, 01.12.2022 02:35

Mathematics

365 is what percent of 55?

Step-by-step answer

P Answered by PhD

636.6%

Step-by-step explanation:

To find the percent, divide 365 by 55:

365/55

= 6.636

This is equivalent to 636.6%

So, 365 is 636.6% of 55

Computers and Technology

You want to calculate a bonus if the sold price was at least equal to the listing price, and if the house sold within 30 days after being listed. In cell L12, insert an IF function with a nested AND function to calculate a bonus. The AND function should ensure both conditions are met: Sold Price divided by the Listing Price is greater than or equal to 100% (cell L7) and the Days on Market are less than or equal to 30 (cell L8). If both conditions are met, the bonus is $1,000 (cell L9). Otherwise, the bonus is $0. Use mixed cell references to the

Step-by-step answer

P Answered by Specialist

Following are the solution to the given question:

Explanation:

Please find the following Excel form for calculating the bonus as required. Please ensure the equation is duplicated even so, with the sign "=." It is possible to insert this formula into cell L12. Then cut/paste the cell into other L12:L39 cells.

$=IF(AND(G12/F12 \geq \$L \$7,J12 \leq \$L\$8)=TRUE,\$L\$9,0)$

The mixed microbial reference here is used in L7, L8, and L9 so these cell references are not moved whenever the formula is copied to L12:L39.

Please verify that whenever the copy has also been copied, the cell formula appears beneath in each cell.

It must be as below in L12.

$=IF(AND(G12/F12 \geq \$L\$7,J12\leq \$L\$8)=TRUE,\$L\$9,0)$

It must be as follows in L13.

$=IF(AND(G13/F13\geq \$L\$7,J13\leq \$L\$8)=TRUE,\$L\$9,0)$

and so on.

Mathematics

Afirm buys on terms of 3/15, net 45. it does not take the discount, and it generally pays after 85 days. what is the nominal annual percentage cost of its non-free trade credit, based on a 365-day year? a. 16.13% b. 18.55% c. 17.58% d. 15.00% e. 13.22%

Step-by-step answer

P Answered by PhD

2

a. 16.13%

Step-by-step explanation:

By not taking the discount, the company pays ...

1/(1 -0.03) -1 ≈ 3.0928%

for the use of the creditor's money for 85 -15 = 70 days.

This translates to an annual rate x according to the proportion ...

3.0928%/70 = x/365

x = (365/70)(3.0928%) ≈ 16.13%

The APR of the credit the company is using is about 16.13%.

Computers and Technology

You want to calculate a bonus if the sold price was at least equal to the listing price, and if the house sold within 30 days after being listed. In cell L12, insert an IF function with a nested AND function to calculate a bonus. The AND function should ensure both conditions are met: Sold Price divided by the Listing Price is greater than or equal to 100% (cell L7) and the Days on Market are less than or equal to 30 (cell L8). If both conditions are met, the bonus is $1,000 (cell L9). Otherwise, the bonus is $0. Use mixed cell references to the

Step-by-step answer

P Answered by Master

Following are the solution to the given question:

Explanation:

Please find the following Excel form for calculating the bonus as required. Please ensure the equation is duplicated even so, with the sign "=." It is possible to insert this formula into cell L12. Then cut/paste the cell into other L12:L39 cells.

$=IF(AND(G12/F12 \geq \$L \$7,J12 \leq \$L\$8)=TRUE,\$L\$9,0)$

The mixed microbial reference here is used in L7, L8, and L9 so these cell references are not moved whenever the formula is copied to L12:L39.

Please verify that whenever the copy has also been copied, the cell formula appears beneath in each cell.

It must be as below in L12.

$=IF(AND(G12/F12 \geq \$L\$7,J12\leq \$L\$8)=TRUE,\$L\$9,0)$

It must be as follows in L13.

$=IF(AND(G13/F13\geq \$L\$7,J13\leq \$L\$8)=TRUE,\$L\$9,0)$

and so on.

Mathematics

James is interested in the relationship between weather conditions and whether the downtown train runs on time. For a year, James records the weather each day as well as whether this train arrives on time or is delayed. Here are his results: Weather condition On-time Delayed Total Sunny 167167167 333 170170170 Cloudy 115115115 555 120120120 Rainy 404040 151515 555555 Snowy 888 121212 202020 Total 330330330 353535 365365365 Find the marginal distribution of arrival status in percentages. Round to the nearest whole percent. On-time: %%percent Delayed:

Step-by-step answer

P Answered by PhD

17

Using proportions, it is found that the marginal distribution is:

90% of the flights were on time.10% of the flights were delayed.

---------------------------

In total, there were 170 + 120 + 55 + 20 = 365 flights.Of those, 167 + 115 + 40 + 8 = 330 on time. The percentage on time is:

$P = \frac{330}{365} \times 100\% = 90\%$

90% on time, and the rest, that is, 100% - 90% = 10% were delayed, and the marginal distribution is described by these percentages.

A similar problem is given at link

Mathematics

Afirm buys on terms of 3/15, net 45. it does not take the discount, and it generally pays after 85 days. what is the nominal annual percentage cost of its non-free trade credit, based on a 365-day year? a. 16.13% b. 18.55% c. 17.58% d. 15.00% e. 13.22%

Step-by-step answer

P Answered by PhD

2

a. 16.13%

Step-by-step explanation:

By not taking the discount, the company pays ...

1/(1 -0.03) -1 ≈ 3.0928%

for the use of the creditor's money for 85 -15 = 70 days.

This translates to an annual rate x according to the proportion ...

3.0928%/70 = x/365

x = (365/70)(3.0928%) ≈ 16.13%

The APR of the credit the company is using is about 16.13%.

Business

It is your responsibility, as the new head of the automotive section of Nichols Department Store, to ensure that reorder quantities for the various items have been correctly established. You decide to test one item and choose Michelin tires, XW size 185 x 14 BSW. A perpetual inventory system has been used, so you examine this as well as other records and come up with the following data: Cost per tire $55 each Holding cost 25 percent of tire cost per year Demand 1,200 per year Ordering cost $40 per order Standard deviation of daily demand 4 tires

Step-by-step answer

P Answered by PhD

a. 84 units

b. 27.81

Explanation:

The computation is shown below:

a. For economic order quantity

$= \sqrt{\frac{2\times \text{Annual demand}\times \text{Ordering cost}}{\text{Carrying cost}}}$

$= \sqrt{\frac{2\times \text{1,200}\times \text{\$40}}{\text{\$13.75}}}$

= 84 units

The carrying cost or holding cost is calculated below:

= $55 × 25%

= $13.75

b. The reorder point is

= Demand × lead time + probability × standard deviation × square root of lead time

where, Demand equal to

= Expected demand ÷ total number of days in a year

= 1,200 ÷ 365 days

= 3.28

So, the reorder point would be

= 3.28 × 5 + 1.28 × 4 × sqrt(5)

= 16.4 + 11.41

= 27.81

The 1.28 is a service level of 90% probability

Business

It is your responsibility, as the new head of the automotive section of Nichols Department Store, to ensure that reorder quantities for the various items have been correctly established. You decide to test one item and choose Michelin tires, XW size 185 x 14 BSW. A perpetual inventory system has been used, so you examine this as well as other records and come up with the following data: Cost per tire $55 each Holding cost 25 percent of tire cost per year Demand 1,200 per year Ordering cost $40 per order Standard deviation of daily demand 4 tires

Step-by-step answer

P Answered by PhD

a. 84 units

b. 27.81

Explanation:

The computation is shown below:

a. For economic order quantity

$= \sqrt{\frac{2\times \text{Annual demand}\times \text{Ordering cost}}{\text{Carrying cost}}}$

$= \sqrt{\frac{2\times \text{1,200}\times \text{\$40}}{\text{\$13.75}}}$

= 84 units

The carrying cost or holding cost is calculated below:

= $55 × 25%

= $13.75

b. The reorder point is

= Demand × lead time + probability × standard deviation × square root of lead time

where, Demand equal to

= Expected demand ÷ total number of days in a year

= 1,200 ÷ 365 days

= 3.28

So, the reorder point would be

= 3.28 × 5 + 1.28 × 4 × sqrt(5)

= 16.4 + 11.41

= 27.81

The 1.28 is a service level of 90% probability

Chemistry

A student was trying to determine the mole percent of A in a mixture of A and B using refractive index. If their mixture has a refractive index of 1.5248 and pure A and pure B each had refractive indices of 1.7058 and 1.3658, respectively, what was the mole percent of A in their mixture. Type your numerical answer rounded to the 3rd decimal place (i.e. 45.982 or 9.550, etc) without a percent sign.

Step-by-step answer

P Answered by Specialist

Explanation:

Formula to calculate refractive index of n is as follows.

n = $X_{A} \times n_{A} + X_{B} \times n_{B}$

where, $X_{A}$ = mole fraction of A

$X_{B}$ = mole fraction of B

$n_{A}$ = refractive index of A

$n_{B}$ = refractive index of B

Hence, putting the given values into the above formula as follows.

n = $X_{A} \times n_{A} + X_{B} \times n_{B}$

1.5248 = $X_{A} \times 1.7058 + X_{B} \times 1.3658$ ........ (1)

Also, it is known that $X_{A} + X_{B}$ = 1

and, $X_{B} = 1 - X_{A}$ ......... (2)

Now, put equation (2) in equation (1) as follows.

1.5248 = $X_{A} \times 1.7058 + 1 - X_{A} \times 1.3658$

1.5248 = $X_{A} \times 1.7058 + 1.3658 - 1.3658X_{A}$

$X_{A}$ = 0.467

And, the value of $X_{B}$ is calculated as follows.

$X_{B} = 1 - X_{A}$

= 1 - 0.467

= 0.533

Hence, mole percentage of A will be calculated as follows.

Mole % of A = $\frac{n_{A}}{n_{A} + n_{B}}$

= $\frac{0.467}{0.467 + 0.533} \times 100$

= 46.7%

Thus, we can conclude that the mole percent of A in their mixture is 46.7%.

Chemistry

A student was trying to determine the mole percent of A in a mixture of A and B using refractive index. If their mixture has a refractive index of 1.5248 and pure A and pure B each had refractive indices of 1.7058 and 1.3658, respectively, what was the mole percent of A in their mixture. Type your numerical answer rounded to the 3rd decimal place (i.e. 45.982 or 9.550, etc) without a percent sign.

Step-by-step answer

P Answered by Specialist

Explanation:

Formula to calculate refractive index of n is as follows.

n = $X_{A} \times n_{A} + X_{B} \times n_{B}$

where, $X_{A}$ = mole fraction of A

$X_{B}$ = mole fraction of B

$n_{A}$ = refractive index of A

$n_{B}$ = refractive index of B

Hence, putting the given values into the above formula as follows.

n = $X_{A} \times n_{A} + X_{B} \times n_{B}$

1.5248 = $X_{A} \times 1.7058 + X_{B} \times 1.3658$ ........ (1)

Also, it is known that $X_{A} + X_{B}$ = 1

and, $X_{B} = 1 - X_{A}$ ......... (2)

Now, put equation (2) in equation (1) as follows.

1.5248 = $X_{A} \times 1.7058 + 1 - X_{A} \times 1.3658$

1.5248 = $X_{A} \times 1.7058 + 1.3658 - 1.3658X_{A}$

$X_{A}$ = 0.467

And, the value of $X_{B}$ is calculated as follows.

$X_{B} = 1 - X_{A}$

= 1 - 0.467

= 0.533

Hence, mole percentage of A will be calculated as follows.

Mole % of A = $\frac{n_{A}}{n_{A} + n_{B}}$

= $\frac{0.467}{0.467 + 0.533} \times 100$

= 46.7%

Thus, we can conclude that the mole percent of A in their mixture is 46.7%.

365 is what percent of 55?

Step-by-step answer

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