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Gekata [30.6K]
3 years ago
13

A(n) ________ is designed to build customer goodwill, collect customer feedback, and supplement other sales channels rather than

sell the company's products directly.
Business
1 answer:
Ket [755]3 years ago
8 0

Answer: a corporate website

Explanation: A corporate website is one that is designed to build customer goodwill, collect customer feedback, and supplement other sales channels rather than sell the company's products directly.  It is also known as a brand website. However, a marketing website will engage consumers in interactions that will move them closer to a direct purchase or some other marketing outcome .

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An automobile final assembly plant has an annual production capacity of 200,000 cars. The plant operates 50 weeks/yr, 2 shifts/d
notka56 [123]

Answer:

a) Rp= 200,000 / (50 X 10 X 8)= 50.0 units /hr

b) Tc= E/Rp= 60 (0.95) /50 =1.14 min

Ts= Tc - Tr = 1.14 - 0.15 = 0.99 min

w= Min Int > Twc/EbTs= 15.0 X 60 / (0.93 X 0.99) ) 944.5   rounded: 978 workers /shift

Total number of workers = 1956 over 2 shifts

n= w/M = 978/2.2 = 444.3    rounded 445 stations

Annual workload WL = 200,000 cars x 15/hr/car = 3,000,000 hr/work

with 1956 workers,= 1956 (50 X 10 X 8) = 3,912000 hr

This doesn´t include E, Eb and Er  

E= 0.95 (given), Eb= 0.93  and Er= 0.99/1.14= 0.8684

Usable service time:  3, 912,000 (0.95) (0.93( (0.8684) = 3,912,000(0.767) = 3,001, 409 hr

C)  the plant operates (50 weeks/yr)(10 shifts/week) (8 hr(shift) = 4000 hr/yr

Total hourly labor rate= $30 + $15= $45/hr

total labor cost = (1956 workers) (2000 hr/wrk-yr) ($45/hr) = $176,040,000

LAbor cost in trim-chassis-final per car= 176,040,000/200,000 = $880.20/car

3 0
3 years ago
Tuition of ​$ will be due when the spring term begins in months. What amount should a student deposit​ today, at ​%, to have eno
lesya [120]

Answer:

some numbers are missing, so I looked for similar questions:

"Tuition of $1044 will be due when the spring term begins in 7 months. What amount should a student deposit today, at 7.62% to have enough to pay the tuition?"

we can use the present value formula to solve this:

present value = future value / (1 + r)ⁿ

  • future value = $1,044
  • n = 7
  • r = 7.62% / 12 = 0.635%

present value = $1,044 / (1 + 0.00635)⁷ = $1,044 / 1.045305791 = $998.75

if the numbers are not the same, just adjust the formula inputting the correct numbers, but the procedure should be the same.

8 0
3 years ago
How will hiring you benefit our restaurant
sdas [7]
Im willing to learn and help to be a helpful worker for your restruant.
3 0
3 years ago
Ginny currently earns a (real or nominal) wage of $12.00 per hour; in other words, the amount of her paycheck each week is $12.0
rewona [7]

Answer:

Her nominal wage increase by: (12.48/12)-1= 0.04= 4%

Her real wage decreased by: 4% - 7$= -3%

Explanation:

Giving the following information:

Ginny currently earns a (real or nominal) wage of $12.00 per hour. Ginny and her employer both expected inflation to be 4% between 2012 and 2013, so they agreed, in a two-year contract, that she would earn $12.00 per hour in 2012 and $12.48 per hour in 2013. However, suppose inflation between 2012 and 2013 turned out to be 7%, not 4%.

Her nominal wage increase by: (12.48/12)-1= 0.04= 4%

Her real wage decreased by: 4% - 7$= -3%

5 0
3 years ago
A sum of K3,000 is borrowed for 2 years at the reducing balance interest rate of 12% p.a. compounded every two-monthly.
kobusy [5.1K]

a) The full loan repayment schedule for the two years is as follows:

<h3>Loan Repayment Schedule:</h3>

Period          PV                   PMT             Interest               FV

1           $3,000.00          $283.68          $60.00          $2,776.32

2           $2,776.32          $283.68          $55.53           $2,548.17

3           $2,548.17           $283.68          $50.96          $2,315.45

4           $2,315.45           $283.68           $46.31         $2,078.08

5          $2,078.08           $283.68           $41.56          $1,835.97

6           $1,835.97           $283.68          $36.72          $1,589.01

Year #1 end

7          $1,589.01           $283.68           $31.78           $1,337.11

8           $1,337.11          $283.68          $26.74           $1,080.17

9           $1,080.17           $283.68          $21.60             $818.10

10            $818.10           $283.68           $16.36           $550.78

11           $550.78           $283.68            $11.02            $278.12

12           $278.12           $283.68            $5.56            $0.00

Year #2 end

b) The balance of the loan at the end of the seventh repayment period is <u>$1,337.11</u>.

c) The total interest paid for this loan is <u>$404.16</u>.

d) If the borrower decides to terminate the loan after the first year, the termination payment should be <u>$1,589.01</u>.

<h3>Data and Calculations:</h3>

N (# of periods) = 12 months (2 x 6)

I/Y (Interest per year) = 12%

PV (Present Value) = K3000

FV (Future Value) = K0

<u>Results</u>:

PMT every two months = $283.68

Sum of all periodic payments = $3,404.16 ($283.68 x 12)

Total Interest = $404.16

Learn more about loan repayment schedules at brainly.com/question/24576997

#SPJ1

4 0
2 years ago
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