Questions: I can determine when a data set warrants a normal distribution. I can determine the mean and standard deviation of a data set and fit it to a normal distribution. I can estimate population percentages based on mean, standard deviation, and distribution. I can estimate the areas under the normal curve using calculators, spreadsheets, and tables. The histogram gives data about a random sample of 15 babies born at a hospital and measures their length in inches. The mean is 20 and the standard deviation is 1.5. Use this information to answer questions 3-6. 3. What is the shape of the data distribution shown by the histogram? (Lesson 22.2) (1/2 point) A. Normal B. Skewed left C. Skewed right 4. The interval of babies' length within 1 standard deviation of the mean is 18.5<x<21.5. According to the graph, how many of the babies have a length within this range of inches? (Lesson 22.2) (1 point) A. 3 babies B. 7 babies C. 10 babies D. 14 babies 5. Determine the percent of the data that are within 1 standard deviation of the mean. (Lesson 22.2) (1 point) A. 20% B. 47% C. 67% D. 94% 6. Suppose one of the babies is chosen at random. Which fraction shows the probability that the baby has a length more than 1 standard deviation above the mean? (Lesson 22.2) (1 point) A. 1/15 B. 1/5 C. 2/5

I can determine when a data set warrants a normal distribution. I can determine the mean and standard deviation of a data set and fit it to a normal distribution. I can estimate population percentages based on mean, standard deviation, and distribution. I can estimate the areas under the normal curve using calculators, spreadsheets, and tables. The histogram gives data about a random sample of 15 babies born at a hospital and measures their length in inches. The mean is 20 and the standard deviation is 1.5. Use this information to answer questions 3-6. 3. What is the shape of the data distribution shown by the histogram? (Lesson 22.2) (1/2 point) A. Normal B. Skewed left C. Skewed right 4. The interval of babies' length within 1 standard deviation of the mean is 18.5<x<21.5. According to the graph, how many of the babies have a length within this range of inches? (Lesson 22.2) (1 point) A. 3 babies B. 7 babies C. 10 babies D. 14 babies 5. Determine the percent of the data that are within 1 standard deviation of the mean. (Lesson 22.2) (1 point) A. 20% B. 47% C. 67% D. 94% 6. Suppose one of the babies is chosen at random. Which fraction shows the probability that the baby has a length more than 1 standard deviation above the mean? (Lesson 22.2) (1 point) A. 1/15 B. 1/5 C. 2/5
Transcript text: I can determine when a data set warrants a normal distribution. I can determine the mean and standard deviation of a data set and fit it to a normal distribution. I can estimate population percentages based on mean, standard deviation, and distribution. I can estimate the areas under the normal curve using calculators, spreadsheets, and tables. The histogram gives data about a random sample of 15 babies born at a hospital and measures their length in inches. The mean is 20 and the standard deviation is 1.5. Use this information to answer questions $3-6$. 3. What is the shape of the data distribution shown by the histogram? (Lesson 22.2) $(1 / 2$ point) A. Normal B. Skewed left C. Skewed right 4. The interval of babies' length within 1 standard deviation of the mean is $18.5
failed

Solution

failed
failed

Solution Steps

Step 1: Determine the shape of the data distribution
  • The histogram shows the distribution of baby lengths.
  • The distribution appears to be symmetric around the mean.

Final Answer

  • The shape of the data distribution shown by the histogram is A. Normal.
Was this solution helpful?
failed
Unhelpful
failed
Helpful

Questions asked by other users

failedAnswered
The account that contains the corporation's cumulative earnings since the corporation was formed minus the dividends it has declared since it began is Common Stock. Income Summary. Retained Earnings. Fees Earned.
failedAnswered
35. How does Romeo's language when he first sees Juliet reflect his feelings for her? 36. How do Romeo and Juliet express their love for each other during this scene? Provide examples of metaphors and similes they use. 37. What plans do Romeo and Juliet make by the end of Scene 2? 38. How are the themes of love and danger intertwined in these scenes?
failedAnswered
√3(x+4)/(x^3+5)=
failedAnswered
b. Escribe la fórmula de la función costo, representando con la variable x, el número de kilos C(x)=15x+297 c. Determina el costo fijo Número
failedAnswered
Write the name for 54^129 X. Write the number of protons and neutrons for 54^129 X. Express your answers as integers separated by a comma. Nprotons, Nneutrons= Write the symbol for 53^129 X. Express your answer as a chemical symbol.