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Weeds among the corn Velvetleaf is a particularly annoying weed in cornfields. It produces lots of seeds, and the seeds wait in the soil for years until conditions are right for sprouting. How many seeds do velvetleaf plants produce? The histogram shows the counts from a random sample of 28plants that came up in a cornfield

when no herbicide was used. Determine if the Normal/Large Sample condition is met in this context.

Short Answer

Expert verified

The condition of normality does not meet.

Step by step solution

01

Given Information

We are given the graph as below:

02

Explanation

  • The distribution shape is left skewed with two outliers.
  • It implies distribution is right skewed with outliers.
  • Hence, it cannot be normal distribution.
  • Therefore, to usetdistribution, normal distribution is not met.

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Most popular questions from this chapter

Check whether each of the conditions is met for calculating a confidence interval for the population proportion

Salty chips A quality control inspector takes a random sample of 25 bags of potato chips from the thousands of bags filled in an hour. Of the bags selected, 3 had too much salt.

More income The 2015American Community Survey estimated the median household income for each state. According to ACS, the 90%confidence interval for the 2015

median household income in New Jersey is \(72,222ยฑ\)610.

a. Interpret the confidence interval.

b. Interpret the confidence level.

Fun size candyA candy bar manufacturer sells a โ€œfun sizeโ€ version that is advertised to weigh 17grams. A hungry teacher selected a random sample of 44fun size bars and found a 95%confidence interval for the true mean weight to be 16.945grams to 17.395grams.

a. Does the confidence interval provide convincing evidence that the true mean weight is different than 17grams? Explain your answer.

b. Does the confidence interval provide convincing evidence that the true mean weight is 17grams? Explain your answer.

More prayer in school Refer to Exercise 5. Interpret the confidence level.

After deciding on a 95% confidence level, the researcher is deciding between a sample of size n=500 and a sample of size n=1000. Compared with using a sample size of n=500, a confidence interval based on a sample size of n=1000 will be

a. narrower and would involve a larger risk of being incorrect.

b. wider and would involve a smaller risk of being incorrect.

c. narrower and would involve a smaller risk of being incorrect.

d. wider and would involve a larger risk of being incorrect.

e. narrower and would have the same risk of being incorrect.

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