() Does the data support the statistical model? Select the appropriate statistical hypotheses. O A. Ho : B = 0 HA: B + 0 O B. Ho : B = 0 HA : Bi > 0 OC. Họ : A =0 HẠ:P >0 O D. Ho : A = 0 HA : A # 0 O E. H, : B > 0 Ha : Bi = 0 O F. Ho : B = 0 HA : < 0 O G. Họ : B = 0 HẠ:ßi < 0 (g) Find the value of the test statistic that is based on the random behaviour of B, and the P-value that is used to test the null hypothesis in part () Test Statistic = 7.650326 (Use three decimals in your answer) P- value = 6.6*10^(-10) H (Use SIX decimals in your answer) Need 6 decimals (h) Complete the statement below. In doing so, use three decimals in your answers. I am 95% confidence that as the sodium content of a hot dog wiener increases by 1 milligram, the mean carolic content of the hot dog wiener will increase v by somewhere between 1.798 calories and 3.0794 calories () A particular hot dog wiener has 114 milligrams sodium. With 95% confidence, estimate the mean carolic content of all hot dog wieners that have 114 milligrams of sodium.Use one decimal in your answers. 218.9 SHr-4 s 487.9
Inverse Normal Distribution
The method used for finding the corresponding z-critical value in a normal distribution using the known probability is said to be an inverse normal distribution. The inverse normal distribution is a continuous probability distribution with a family of two parameters.
Mean, Median, Mode
It is a descriptive summary of a data set. It can be defined by using some of the measures. The central tendencies do not provide information regarding individual data from the dataset. However, they give a summary of the data set. The central tendency or measure of central tendency is a central or typical value for a probability distribution.
Z-Scores
A z-score is a unit of measurement used in statistics to describe the position of a raw score in terms of its distance from the mean, measured with reference to standard deviation from the mean. Z-scores are useful in statistics because they allow comparison between two scores that belong to different normal distributions.
Need to double-check and expand on few question. Thanks. The following is the data:
|
sodium |
calories |
1 |
129 |
317 |
2 |
180 |
555 |
3 |
117 |
265 |
4 |
142 |
369 |
5 |
164 |
523 |
6 |
153 |
391 |
7 |
140 |
394 |
8 |
143 |
472 |
9 |
143 |
501 |
10 |
167 |
434 |
11 |
117 |
382 |
12 |
140 |
379 |
13 |
158 |
415 |
14 |
135 |
417 |
15 |
130 |
350 |
16 |
210 |
617 |
17 |
149 |
505 |
18 |
161 |
506 |
19 |
132 |
342 |
20 |
122 |
446 |
21 |
161 |
454 |
22 |
166 |
496 |
23 |
102 |
317 |
24 |
119 |
400 |
25 |
112 |
400 |
26 |
207 |
636 |
27 |
183 |
587 |
28 |
151 |
463 |
29 |
152 |
524 |
30 |
178 |
381 |
31 |
96 |
441 |
32 |
176 |
518 |
33 |
163 |
561 |
34 |
145 |
375 |
35 |
196 |
530 |
36 |
114 |
334 |
37 |
179 |
433 |
38 |
160 |
407 |
39 |
160 |
583 |
40 |
156 |
377 |
41 |
92 |
265 |
42 |
145 |
268 |
43 |
148 |
422 |
44 |
122 |
412 |
45 |
204 |
509 |
46 |
108 |
310 |
47 |
116 |
256 |
48 |
138 |
496 |
49 |
91 |
326 |
50 |
155 |
507 |
51 |
173 |
567 |



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