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Natalka [10]
3 years ago
8

Statistical quality control (SQC) is the process some managers use to continually monitor all phases of the production process t

o assure that quality is being built into the product from the beginning of the production process.
a) true
b) false
Business
1 answer:
forsale [732]3 years ago
4 0

Answer:

True.

Explanation:

Statistical quality control employs the use of statistical tools to monitor and maintain quality levels at all stages of production.

Processes are measured to see if they fall within acceptable limits.

Production stages that are not meeting quality standards are identified and the problem is solved.

This concept was originally developed by Walter Schewhart in the 1920s.

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The office supplies account had a $240 debit balance on december 31, 2016. during 2017, $5,200 of office supplies are purchased.
Trava [24]
If you are looking for the adjusting entry at the end of the year, it would be:

 Office Supplies Expense 5000                Office Supplies 5000

The amount to be recorded is 5000 because:

Beginning supplies is $240

Then there is an additional supplies $5,200

So there is a total of 5,440 supplies.

But the ending inventory is $440.

Deduct the $440 from the $5440 which will give us $5,000. This is to make sure that the amount in the journal entry at the end of the year will be same with the physical count of the supplies.
4 0
3 years ago
J.D. Power and Associates surveys new automobile owners to learn about the quality of recently purchased vehicles. The following
lorasvet [3.4K]

Answer:

a. Did you purchase or lease the vehicle?  CATEGORICAL DATA

b. What price did you pay?  QUANTITATIVE DATA

c. What is the overall attractiveness of your vehicle's exterior? (Unacceptable, Average,  Outstanding, or Truly Exceptional)  CATEGORICAL DATA

d. What is your average miles-per-gallon?  QUANTITATIVE DATA

e. What is your overall rating of your new vehicle? (l- to 10-point scale with 1 Unacceptable and 10 Truly Exceptional) QUANTITATIVE DATA

Explanation:

Quantitative data can be measured in numbers, e.g. 20 miles per gallon. While categorical data refers to non-numerical responses, e.g. higher quality, better looks, and is generally obtained by choosing one response from a group of available answers.

5 0
3 years ago
The following income statements were drawn from the annual reports of the Denver Company and the Reno Company: Denver* Reno* Net
Lynna [10]

Answer:

1. Gross margin percentage:

For Denver and the Reno is 53% and 27%

2. Return on sales ratio:

For Denver and the Reno is 18% and 10%

Explanation:

1. The formula to compute the gross margin percentage is shown below:

Gross margin percentage = (Gross margin) ÷ (Net sales) × 100

For Denver  = ($17,760 ÷ $33,200) × 100 = 53%

For Reno = ($23,850 ÷ $86,900) × 100 = 27%

2. The formula to compute the return-on-sales ratios is shown below:

Return-on-sales ratio = (Net income) ÷ (Net sales) × 100

For Denver  = ($6,000 ÷ $33,200) × 100 = 18%

For Reno = ($8,502 ÷ $86,900) × 100 = 10%

6 0
3 years ago
Consider two neighboring island countries called Euphoria and Contente. They each have 4 million labor hours available per week
liubo4ka [24]

Explanation:

here is an explanation and solution to your question

For Euphoria:

The opportunity cost of producing a unit of rye in terms of jeans =20/5 = 4

for contente:

The opportunity cost of producing a unit of rye in terms of jeans = 16/8 = 2

opportunity cost of producing 1 unit of jean in terms of unit of rye:

for euphoria = 5/20 = 1/4

for contente = 8/16 = 1/2

1.

Euphoria's opportunity cost of producing a a bushel of rye is 4 pairs of jeans.

contentes opportunity cost of producing a bushel of rye is 2 pairs of jeans.

2.

contente has comparative advantage in producing rye

euphoria has comparative advantage in jeans production

3

contente produces 8 bushels of rye so with 4 million hours of labor = 8x4 = 32 million bushels in a week.

euphoria 20 pairs of jean in a week, using 4 million hours of labor. 20x4 = 80 pairs of jean a week

8 0
3 years ago
A product whose EOQ is 40 units experiences a decrease in ordering cost from $90 per order to $10 per order. The revised EOQ is:
ruslelena [56]

Answer: three times as large

Explanation:

Economic order quantity will be calculated as follows:

EOQ = ✓(2DS/H)

D = Demand in units

Here S = Ordering cost = $10

H = Holding cost

Since S = $10

Therefore, EOQ will be:

= ✓(2DS/H)

= ✓(2 × 10 × D/ H)

= ✓(20D/H)

Since we're to increase the order cost from $10 per order to $90 per order, then EOQ will be:

Since S = $90

Therefore, EOQ will be:

= ✓(2DS/H)

= ✓(2 × 90 × D/ H)

= ✓(180D/H)

3✓20DH

The revised EOQ will then be 3 times as large.

4 0
3 years ago
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