A company wants to collect opinions on employee working conditions. Which group of individuals would be the best choice for a random sample?Group of answer choices

The names of 25 employees that have taken 5 or more sick days in the last quarter are chosen out of a hat and asked their opinion about the working conditions.

The names of 25 employees are chosen out of a hat and asked their opinion about the working conditions.

The names of 25 employees that have volunteered to take a survey are asked their opinion about the working conditions.

The first 25 employees that clock in on a Monday morning are chosen out of a hat and asked their opinion about the working conditions.

Answers

Answer 1
Answer:

The names of 25 employees are chosen out of a hat and asked their opinion about the working conditions. The correct option is 2.

What is random sample?

A random sample is a subset of a population that is selected in a way that every individual in the population has an equal chance of being chosen.

The best option for a randomsample is The names of 25 employees are drawn from a hat and their thoughts on the working conditions are solicited.

This option ensures that every employee has an equal chance of being chosen and that the sample is not skewed by selecting employees based on specific criteria such as sick days, volunteering, or clocking in on a specific day.

A random sample ensures that the opinions gathered are representative of the entire employee population and can be used to make broad statements about working conditions.

Thus, the correct option is 2.

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Answer 2
Answer:

Answer:

 The names of 25 employees are chosen out of a hat and asked their opinion about the working conditions.


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Answers

Answer:

the function of change is 4

Step-by-step explanation:

Describe the steps you used to solve the equation and find the amount of Carrie’s allowance. Linear equation:  1 4 a + 1 3 a + 8 = 22

Answers

Sample Response: First, the like terms had to be combined using the lowest common denominator (LCD). Then the subtraction property of equality was used to isolate the variable term. Finally, both sides of the equation were multiplied by the reciprocal of the coefficient to solve for a.

When building a house, the number of days required to build varies inversely with with the number of workers. One house was built in 76 days by 10 workers. How many days would it take to build a similar house with 20 workers?

Answers

Answer:

152 days

The drawing will help

Final answer:

By using the principles of inverse variation, it is determined that it would take 20 workers 38 days to build a similar house.

Explanation:

The problem is an example of inverse variation, where the amount of time (days) to build a house decreases if the number of workers increases. In this specific scenario, one house was built in 76 days by 10 workers. We can represent the inverse variation relationship with the equation: days * workers = constant.

Using the given data, the constant can be calculated by multiplying the days by the number of workers, hence:

constant = 76 days * 10 workers = 760

To find the number of days it would take for 20 workers to build the house, we divide the constant by the number of workers:

days = constant / workers = 760 / 20 = 38 days

This means that it would take 20 workers 38 days to build a similar house.

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Show two ways three people can share a 5-segment chewy fruit worm.

Answers

they could divide the segments into smaller segments
or eat the three segments and fight for the other two XD

David has a piece of wood measuring 12 1/8 feet that he wants to use for a project. He needs to cut the wood into pieces that measure 1 13/16 feet.How many pieces of wood can he cut measuring exactly 1 13/16 feet?

Answers

So, it would be the wisest to work in decimals for this problem.

So we have to divide 12.125 by 1.8125 to see how many times the latter goes into the former.(12.125)/(1.8125)\approx 6.68965517

So, since the problem asks for how many lengths can go in without remainder, our answer would simply be 6.

A system manager wanted to see if the percentage of spam in emails sent to a large corporation is 80%. Of 500 randomly chosen emails sent the corporation, 76.4% of them were spam.Population:

Answers

Answer:

employees of large corporation

Step-by-step explanation:

the sample was 500 but they are simply a representation of the population, being the all the people who are part of the company and receive emails.

Population: The entire set of emails sent to the large corporation.

Sample: The 500 randomly chosen emails used for the analysis.

Sample Percentage of Spam: 76.4%

Hypothesis Test: The system manager is testing whether the actual percentage of spam in the entire population of emails sent to the corporation is 80%.

Based on the provided information, it seems that the system manager conducted a sample analysis to compare the observed sample percentage of spam (76.4%) to the hypothesized population percentage (80%). The next steps would involve performing a statistical hypothesis test, such as a one-sample proportion test, to determine if the observed difference is statistically significant or if it could have occurred due to random chance.