In a large ball pit, 20% of the balls are red. You plan to jump in and randomly select 10 balls.Which statement is true?
Tessa conducts an experiment and obtains results that are statistically significant. What is meant by "statistically significant”?
Is the sample mean time until blinking (x̄ = 36 seconds) statistically significant evidence that the true mean time that students can go without blinking is greater than 30 seconds? Use the results to answer the question.
Is the sample mean time until blinking (x̄ = 36 seconds) statistically significant evidence that the true mean time that students can go without blinking is greater than 30 seconds? Use the results to answer the question.
1.5 percent✔ 3 percent5 percent6 percent
✔ 36 or moreequal to 3630 or moreequal to 30
greater than 5 percent✔ less than 5 percent
Using technology, the student simulated the sample percent of seniors that turned in their survey using 50 random samples of 10 students under the assumption that 20% of all seniors turned in their survey. Here are the results.
A onlyB onlyBoth A and BNeither A nor B
✔ A onlyB onlyBoth A and BNeither A nor B
A onlyB onlyBoth A and BNeither A nor B
A onlyB onlyBoth A and B✔ Neither A nor B
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