Please help me with question 1 parts E and H only. I have included the rest of the parts for reference only if needed.

I have included a picture and a link to the sugar content data below.

Part 1: Factorylevel Quality Control: Do the Samples Meet the Standard? You are an employee at the \"Apple Cola" corporation. You are involved in product quality control. One of the gimmicks of the \"Apple Cola\" brand is that all cola beverages are sweetened exclusively using natural apples. However, owing to the natural variability in apple sweetness, this means that cans of apple cola are expected to naturally vary somewhat in their overall sugar content. Three factories have been commissioned to manufacture \"Apple Cola\Question 1b: For the samples from each of the three factories, determine how many observations fall within each of the bins used in Question 13.. Question 1c: For each factory, take the corresponding sample and conduct a Goodnessoanit test to determine whether the observed counts (collected in Question 1b) match the expected counts (collected in Question la). Use a signicance threshold of o: = 0.05. For each test, state the null hypothesis, the alternative hypothesis, the test statistic, the distribution for that statistic (including its degrees of freedom), and the pvalue for the test. Indicate whether you choose to reject the null hypothesis for each factory. If you are using software to carry out these tests (like Geogebra) , include either stepby-step instructions or sufcient screenshots to allow others to reproduce your work. Hint: To prevent catastrophic errors, please conrm at this point that your test statistic for Factory A is X2 = 1.4594. Question 1d: Interpret the results of your Goodnessostit tests. Do your statistical tests suggest there is any cause for concern with any of the three factories being examined? Question 1e: Even though the process we have used to \"bin\"1 the normal distribution to generate a set of counts is commonly used, it is not without pitfalls. One of these weaknesses will become apparent over the course of this project. As a preview, consider the following scenario: suppose we replaced the three highest sugar content cans from Factory A with cans of \"ENERGY EXPLOSION CAFFEINE BLASTER\Factory A Factory B Factory C 29.2 26.03 19.92 25.53 26.43 26.47 22.46 24.4 28.77 24.06 25.17 26.39 24.67 30.98 26.6 20.76 24.01 23.76 23.5 28.26 28.1 23.97 20.88 24.93 30.29 27.61 26.6 32.46 18.85 23.47 25.05 34.1 25.24 21.62 23.29 19.76 27.4 22.4 23.63 31.51 26.36 21.75 28.79 25.15 27.17 22.29 27.73 24.6 22.13 22.95 26.01 25.92 24.85 30.94 24.4 24.04 24.84 25.48 29.6 20.42 23.16 29.49 21.61 25.16 20.75 25.34 24.56 20.76 21.39 21.22 20.44 26.33 20.62 28.4 26.17 22.58 25.43 20.6 27.71 25.54 23.57 27.17 25.37 21.83 26.98 27.86 24.33 28.52 23.44 23.02 18.95 24.51 25.32 15.82 23.08 23.35 27.35 27.96 26.74 29.39 43.05 24.34 29.84 24.99 22.89 22.67 23.79 23.06 27.26 23.44 25.65 23.93 40.17 20.75 22.71 41.13 25.15 24.89 46.42 28.08