Use the format given in Table C3-2 to develop a probability table, identifying the probability that a customer will give a certain rating of their experience.

Fill out Table C3-2.

Note whether this is a continuous or discrete probability distribution & verify that the

distribution mean and distribution standard deviation match the descriptive statistics you

found in #1.

Write a short sentence reflecting on the probability of a customer rating their experience at

each score.

I am currently struggling with filling out this table could someone help

Table C3-2: Number and Frequency of Boxes Delivered
Rating	Frequency	P(x)	x*P(x)	(x-)2P(x)
1
2
3
4
5

TABLE C3-1: PASSENGER ID and CUSTOMER EXPERIENCE RATING
Passenger ID	Rating (1-5)
T299	3
T139	3
T144	4
T206	5
T032	5
T324	2
T182	5
T236	5
T243	4
T252	2
T167	4
T185	4
T283	3
T297	4
T018	4
T393	4
T332	5
T405	4
T353	3
T193	4
T330	4
T052	4
T217	5
T377	4
T298	4
T105	5
T273	5
T286	3
T187	3
T197	4
T357	1
T370	2
T103	3
T279	5
T191	5
T113	5
T233	2
T320	4
T095	3
T179	4
T200	3
T073	5
T088	5
T142	3
T159	4
T390	4
T391	4
T036	3
T047	5
T140	5
T090	3
T277	3
T268	4
T172	1
T137	2
T155	5
T188	5
T326	5
T223	5
T239	5
T288	4
T198	5
T219	2
T081	2
T260	4
T303	5
T392	3
T289	3
T173	2
T249	5
T255	3
T237	5
T259	2
T376	3
T150	5
T373	3
T058	3
T132	2
T160	4
T372	3
T027	2
T211	3
T278	5
T099	5
T308	2
T366	3
T229	5
T163	3
T271	2
T351	4
T017	4
T148	4
T356	3
T388	2
T311	4
T131	2
T322	4
T221	4
T127	3
T019	5
T125	4
T310	2
T034	1
T261	4
T234	5
T100	5
T306	4
T337	4
T207	4
T258	5
T059	4
T240	4
T304	4
T016	4
T124	2
T039	4
T250	5
T153	3
T355	3
T065	4
T122	2
T097	5
T396	3
T333	2
T327	2
T369	3
T041	5
T232	5
T267	3
T079	3
T354	5
T345	4
T296	4
T183	4
T331	3
T387	3
T109	2
T170	5
T251	4
T177	3
T321	3
T340	5
T358	4
T063	2
T098	3
T287	4
T328	1
T078	3
T224	3
T302	3
T008	1
T336	3
T385	5
T399	2
T401	2
T361	3
T066	2
T228	5
T116	5
T375	4
T154	5
T156	2
T051	4
T070	5
T046	4
T359	1
T404	5
T102	5
T029	2
T400	4
T015	3
T315	3
T164	3
T282	5
T360	1
T189	5
T246	4
T061	3
T365	2
T291	3
T071	5
T053	4
T118	3
T210	3
T367	2
T119	3
T196	4
T201	5
T269	5
T380	3
T352	5
T363	3
T368	3
T143	4
T241	2
T208	3
T338	5
T025	5
T181	4
T106	3
T214	5
T381	3
T135	4
T231	3
T104	4
T335	4
T264	3
T011	3
T049	2
T086	4
T082	2
T107	3
T110	3
T169	5
T024	2
T245	5
T257	4
T074	5
T151	5
T280	4
T147	3
T276	4
T222	4
T347	2
T290	5
T318	3
T394	4
T145	5
T307	3
T272	2
T126	5
T060	3
T218	4
T064	5
T339	1
T136	5
T329	2
T285	5
T230	3
T323	4
T026	4
T171	1
T350	4
T062	5
T174	2
T176	5
T006	4
T077	5
T194	4
T165	4
T284	2
T265	3
T242	4
T101	3
T379	2
T038	2
T076	5
T117	2
T281	4
T301	5
T215	2
T028	2
T175	1
T238	5
T247	4
T216	2
T020	3
T263	3
T371	5
T293	2
T389	3
T138	3
T054	5
T021	3
T043	5
T180	3
T309	4
T157	4
T213	4
T343	4
T378	3
T072	5
T092	3
T161	2
T084	5
T040	5
T111	2
T395	5
T166	5
T195	4
T023	5
T112	2
T294	3
T087	4
T080	2
T089	4
T057	3
T348	3
T012	2
T068	5
T096	4
T030	4
T134	2
T227	2
T312	3
T205	3
T313	4
T009	4
T248	5
T253	5
T128	5
T114	3
T209	3
T085	5
T013	3
T044	5
T067	2
T266	4
T386	4
T190	5
T235	3
T115	3
T398	3
T374	2
T382	4
T031	5
T094	3
T349	4
T325	4
T192	4
T319	4
T184	3
T254	4
T262	2
T035	4
T108	4
T383	4
T050	3
T203	2
T204	2
T152	3
T314	2
T186	2
T129	3
T048	3
T123	1
T146	3
T149	5
T168	2
T274	4
T341	4
T037	2
T045	5
T055	4
T317	2
T199	5
T362	3
T384	3
T158	2
T202	2
T225	5
T397	4
T346	3
T075	5
T316	5
T178	4
T364	2
T300	2
T244	4
T305	3
T120	3
T091	5
T133	4
T212	5
T093	3
T256	3
T334	4
T121	3
T226	1
T033	4
T069	4
T162	4
T083	5
T402	2
T295	1
T342	5
T220	3
T141	4
T403	2
T130	4
T010	5
T007	5
T275	4
T344	5
T056	4
T014	2
T022	2
T042	2
T270	4
T292	5