Based on the statement above their need to separate the employee first because there is an employee get bonus and dont. so the correct order of steps to determine the significant result are: c. B,E,D,C,A
hope this help
Answer and Explanation:
Data provided in the question
defect rate i.e.
= 1.50%
the sample size = n = 200
Now

= 0.008595057
Now the 3 sigma control limits is
UCL_p =
+ 35p
= 0.015 + 3 (0.008595057
)
= 0.04078517
LCL_p =
- 35p
= 0.015 - 3 (0.008595057
)
= 0
hence, the 3 sigma control limits are UCL 0.04078517 and LCL 0 respectively
Answer:
This question is business question so I will answer it from business perspective. The least that I can do is offer her a one year package with an advance of $50. The monthly installment along with the interest that she will pay would be:
Monthly Installment including interest = (Amount Due/12months) + (Outstanding Amount * Interest Rate) ....Eq1
So I assume the interest rate is 5% and as we know the outstanding amount is $150.
By putting the values, we have:
Monthly Installment including interest = ($150/12months) + ($150 * 5%)
= $12.5 + $7.5 = $21 per month
Now the outstanding amount for the second month = $150 - $12.5 = $137.5
Now we will use this new outstanding amount to calculate the monthly installments including the interest by putting the values in the equation 1. Similarly for the next coming months the installments would be calculated.
The value creation activities that deals with the design of products and production process is RESEARCH AND DEVELOPMENT.
Value chain activities are those activities that are put in place in order to create a product and get it to the final consumers. The series of activities involves include: research and development, production, marketing and sales and customer service.
Answer:
$50,000
Explanation:
Since the partnership is valued at $300,000, then each partner's stake = $300,000 / 3 = $100,000
that means that each partner must purchase 2 policies (one for each of the other partners) that covers his/her stake = $100,000 / 2 policies = $50,000 per policy