Estimating with confidence and testing a claim

1234567891011121314151617181920
Across
  1. 3. claim we weight evidence against in a significance test
  2. 4. statistic that provides an estimate of a population parameter
  3. 5. there is a ______ for every positive degrees of freedom
  4. 7. we specify a particular t-distribution by giving its _________
  5. 8. procedure for using observed data to decide between two competing claims
  6. 13. claim we are tying to find evidence for in a significance test
  7. 15. gives an interval of plausible values for a parameter
  8. 18. calculation that measures how far a sample statistic diverges from what we would expect if the null hypothesis H0 were true, in standardized units
  9. 19. we have convincing evidence for Ha
  10. 20. when the standard deviation of a statistic is estimated from data, the result is the _________ of the statistic
Down
  1. 1. assuming H0 is true, the ______ is the probability that the statistic would take a value as extreme as or more extreme than the one we actually observed
  2. 2. estimated value of the sampling distribution
  3. 6. the difference between the point estimate and the true parameter value will be less than the ______ in C% of all samples, where C is the confidence level
  4. 9. we do NOT have convincing evidence for Ha
  5. 10. success rate of the method for calculating the confidence interval
  6. 11. occurs if we fail to reject H0, when Ha is true
  7. 12. specific value of a point estimator from a sample
  8. 14. the probability that a test will reject H0 at a chosen significance level when a specified alternative value of the parameter is true
  9. 16. multiplier that makes the interval wide enough to have the stated capture rate
  10. 17. occurs if we reject H0, when H0 is true