Use the Edit menu in your browser to copy the 1000 numbers obtained

in the coin tossing experiments.

(d) Go back to LinuStats and choose the descriptive statistics page.

(e) Use the Edit menu in your browser to paste the 1000 numbers into the

data window.

(f) Choose a minimum value of 0, maximum value of 1, and window of

0.1

(g) Analyze the data by clicking the appropriate button.

(h) Copy the resulting relative frequency table and transform it into a cumulative distribution function

(i) Copy the Mean and SD (Standard Deviation) of the 1000 numbers.

Explain what this standard deviation means. I'll call these numbers

X and ?X

(j) Compare the obtained cumulative distribution function with that predicted by a Gaussian distribution with mean X and standard deviation

?X

Suppose you want to estimate the percentage of stat students who passed the departmental final exam. You take a sample of 50 stat students and grade their finals first to get an estimate Match the following: E] whether or not they passed the final @percentage of all stat students who passed the departmental final exam E] all stat students E] 50 stat students E] a stat student E] the percentage of 50 stat students who passed the departmental final exam . statistic p- a! sample . variable individual parameter #9?\" population iPad + 8:31 PM 5)? Hint: Use Theorem 3.10.1 on pg 194. 7. 4.2.17 8. 4.2.22 (461) 4.2.25 (661) 9. 4.3.2(b) 10. 4.3.5(d) 11. 4.4.7 12. 4.5.6 (To clarify, "the number of trials in excess of r" is just the number of failures before the rth success.) EXTRA CREDIT: 4.3.3, 4.3.15, 4.6.6Prob and Statistics- Weiss Homework: Homework Set 3 Score: 0 of 1 pt Instructor-created question Probability Calculations from CDF Formula We are given the following formula for a cumulative density function of a proabability distribution: cdf(x) = 1+6 e -0.8x Compute the following probabilities, Round your answers to four decimal places. A. P(X 3) = C. P( - 2