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satela [25.4K]
3 years ago
12

Police radar equipment is used to detect the speed of objects. In one trial, the radar equipment records a stationary tree as tr

aveling at 6 mph, although in another trial it records the tree as traveling at 0 mph. Which of the following measurement problems exist in the radar equipment? Correct Answer(s) 1. reliability 2. construct 3. validity 4. accuracy
Business
1 answer:
Ganezh [65]3 years ago
3 0

The measurement problems that exist in the radar equipment are accuracy , reliability

<u>Explanation:</u>

There are two different kinds of Radar that is being used such as rotating- antenna radar and  traffic radar. The type of radar that is being used by police contains a stationary single antenna. this will be pointing in one direction. The signal that is modulated will not be sent. There will not be any cathode ray screen for displaying the collected information.

As the antenna points only one direction it can measure only the speed of those object that is either moving towards or away from the radar. It cannot sense the kind of object that it is measuring and it could not also tell the direction in which the object is travelling. Hence, the reliability and the accuracy are the main measurement problems.

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Answer:

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According to the path-goal theory of leadership, the level of involvement a manager utilizes should (1) be the same for all employees in the department, (2) be either low or high management involvement regardless of the circumstances, and (3) not be influenced by subordinates' expectations. Which statements are correct?

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This is an ability issue. When a manager's performance deteriorates because manager's ability has deteriorated. The steps to be taken will be in the order below:

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A loss is when
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The answer is B revenue is less than expenses

5 0
3 years ago
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Goryan [66]

Answer:

Future value of John's investment

FV = A<u>(1+r)n+1 - (1+r) </u>

                   r

Fv = $3,000<u>((1 + 0.07)30+1 - (1 +0.07))</u>

                           0.07

FV = $3,000<u>((1.07)31 - (1.07)</u>

                            0.07

FV = $3,000 x 101.0730414

FV = $303,219

Future value of Bill's investment

FV = A<u>((1 + r)n - 1)</u>

                r

FV = $3,000 <u>((1 + 0.07)</u>30 - 1)

                          0.07

FV = $3,000<u>((1.07)30 - 1) </u>

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FV = $3,000 x 94.46078632

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= $19,837

The correct answer is A

Explanation:

In the first case, we need to apply future value of annuity due formula since deposits are made at the beginning of each year.

In the second case, we need to apply future value of an ordinary annuity formula since deposits are made at the end of each year.

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