Asked by yasmine harper on Jun 24, 2024

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Medical statistics show that deaths due to four major diseases - call them A, B, C and D - account for 15%, 21%, 18%, and 14%, respectively, of all non-accidental deaths. A study of the causes of 616 non-accidental deaths at a hospital give the following counts: Medical statistics show that deaths due to four major diseases - call them A, B, C and D - account for 15%, 21%, 18%, and 14%, respectively, of all non-accidental deaths. A study of the causes of 616 non-accidental deaths at a hospital give the following counts:   Do these data provide sufficient evidence to indicate that the proportions of people dying of diseases A, B, C, and D at this hospital differ from the proportions accumulated for the population at large? Find the approximate p-value and use it to make your decision. Compute   : ______________ Reject   when   > ______________. Thus the p-value ______________. Conclude that the proportions of people dying of diseases A, B, C, and D at this hospital ______________ from the proportions for the larger population. Do these data provide sufficient evidence to indicate that the proportions of people dying of diseases A, B, C, and D at this hospital differ from the proportions accumulated for the population at large?
Find the approximate p-value and use it to make your decision.
Compute Medical statistics show that deaths due to four major diseases - call them A, B, C and D - account for 15%, 21%, 18%, and 14%, respectively, of all non-accidental deaths. A study of the causes of 616 non-accidental deaths at a hospital give the following counts:   Do these data provide sufficient evidence to indicate that the proportions of people dying of diseases A, B, C, and D at this hospital differ from the proportions accumulated for the population at large? Find the approximate p-value and use it to make your decision. Compute   : ______________ Reject   when   > ______________. Thus the p-value ______________. Conclude that the proportions of people dying of diseases A, B, C, and D at this hospital ______________ from the proportions for the larger population. :
______________
Reject Medical statistics show that deaths due to four major diseases - call them A, B, C and D - account for 15%, 21%, 18%, and 14%, respectively, of all non-accidental deaths. A study of the causes of 616 non-accidental deaths at a hospital give the following counts:   Do these data provide sufficient evidence to indicate that the proportions of people dying of diseases A, B, C, and D at this hospital differ from the proportions accumulated for the population at large? Find the approximate p-value and use it to make your decision. Compute   : ______________ Reject   when   > ______________. Thus the p-value ______________. Conclude that the proportions of people dying of diseases A, B, C, and D at this hospital ______________ from the proportions for the larger population. when Medical statistics show that deaths due to four major diseases - call them A, B, C and D - account for 15%, 21%, 18%, and 14%, respectively, of all non-accidental deaths. A study of the causes of 616 non-accidental deaths at a hospital give the following counts:   Do these data provide sufficient evidence to indicate that the proportions of people dying of diseases A, B, C, and D at this hospital differ from the proportions accumulated for the population at large? Find the approximate p-value and use it to make your decision. Compute   : ______________ Reject   when   > ______________. Thus the p-value ______________. Conclude that the proportions of people dying of diseases A, B, C, and D at this hospital ______________ from the proportions for the larger population. > ______________.
Thus the p-value ______________.
Conclude that the proportions of people dying of diseases A, B, C, and D at this hospital ______________ from the proportions for the larger population.

Non-accidental Deaths

Refers to deaths resulting from causes other than accidents, such as diseases or intentional harm.

P-value

The chance of getting test outcomes that are as significant or more so than what was actually seen, assuming the null hypothesis is true.

Major Diseases

Serious or significant health conditions that impact a large portion of a population or have substantial effects on individuals’ health and quality of life.

  • Gain familiarity with the techniques for implementing chi-square goodness-of-fit investigations.
  • Assess the conclusions of statistical examinations to guide decision processes.
  • Distinguish among various data types and suitable statistical analyses.
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Ahmad SahyounJun 25, 2024
Final Answer :
63.535; 14.8602; < .005; differ