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Hypotheses, Type I and Type II Errors, and Statistical Tests

Classified in Mathematics

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) Hypotheses, Type I and Type II Errors, and Statistical Tests

For each of the following tests, state the hypotheses, identify if it is a right-, left-, or two-tailed test and write Type I Error and Type II Error pertaining to the problem.

  1. a) A professor of statistics states that the average student spends 3 hours studying for the midterm exam. Ho: μ = 3 vs. Ha: μ ≠ 3 Two-tailed test Type I Error: Concluding the average student doesn’t study 3 hours for midterm when in fact that is false. Type II Error: Not concluding the average student doesn’t study 3 hours for midterm when in fact that is true.
  2. b) A spouse stated that the average amount of money spent on Christmas gifts for immediate family members is above $1,200. Ho: μ = 1200 (or
... Continue reading "Hypotheses, Type I and Type II Errors, and Statistical Tests" »

The Golden Circle: Driving Innovation and Quality Management

Classified in Mathematics

Written at on English with a size of 2.59 KB.

Golden circle:

This relates to the innovation. If a company is able to attract those who share its beliefs, it is also able to connect easier with innovators.

This is a graph made up of three circles, each inside the other. Each circle has a meaning and a way to apply it to our business efficiently.

We can explain the operation of the Golden Circle in such a way that while most companies ask themselves the answers to the question 'what' as their starting point, they are fully aware of the 'how', but very few companies are clear about the 'why'.

The 'what' responds to what we do and what we want to do. The 'how' responds to the processes through which we carry out our actions, and the 'why' would respond to the reason why we develop our business.... Continue reading "The Golden Circle: Driving Innovation and Quality Management" »

5555

Classified in Mathematics

Written at on English with a size of 3.51 KB.

    1) OCF = (S – C)(1 – t) + Tc Depreciation

OCF = [($5 × 1,900) – ($2.20 × 1,900)](1 – 0.34) + 0.34($12,000/5)

 OCF = $4,327.20

NPV = –$12,000 + $4,327.20(PVIFA14%,5)   = $2,855.63

Y 1

Y 2

Y 3

Y 4

Sales

8,500

9,000

9,500

7000

Cost

1,900

2,000

2,200

1,700

Dep.

4,000

4,000

4,000

4,000

EBT

2,600

3,000

3,300

1,300

Tax

884

1,020

1,122

442

Net Income

1,716

1,980

2,178

858

Ocf

5,716

5,980

6,178

4,858

Cpital spending

-16,000

Nwc

-200

-200

-300

-250

950

Cash flow

-16,200

5,466

5,680

5,978

5,808

NPV = –$16,200 + $5,466 / 1.12 + $5,680 / 1.122 + $5,978 / 1.123 + $5,808 / 1.124  = $1,154.53

3)OCF = ($2,050,000 – 950,000)(1 – 0.35) + 0.35($2,400,000/3) = $995,000

NPV = –$2,400,000 + $995,000(PVIFA12%,3) = –10,177.89

Year

cash flow

0

– $2,685,000  = –$2,400,000 – 285,000

1

995,000

2

995,

... Continue reading "5555" »

Introduction to Measurement and Observation

Classified in Mathematics

Written at on English with a size of 1.52 KB.

Description: An Explanation of an Observation


Measurement: A Way to Describe the World with Numbers


Estimation: Using Knowledge of Something Familiar to Guess the Size of a New Object


Precision: How Close Measurements Are to Each Other


Accuracy: Comparing the Measurement to the Actual, Accepted, or Real Value


S.I.: International System of Units


Meter: The S.I. Unit of Length


Volume: The Amount of Space an Object Occupies


Mass: The Amount of Matter in an Object (S.I. Uses Kilogram)


Kilogram: S.I. Unit for Mass


Weight: The Measurement for Force (S.I. Uses the Newton)


Kelvin: The SI Measurement of Temperature (Same as C but Starts at -273 C)


Rate: The Amount of Change in a Measurement in a Given Amount of Time


Table: Displays Information in a Row or Columns

... Continue reading "Introduction to Measurement and Observation" »