Grade Record - Math 120 B and C - Autumn 2005

The following is a table of scores recorded this quarter, your final exam score, and your grade in the course. This is your actual grade in the course including the drop of your lowest homework score, and the curve. It is the grade that will be (or has been) reported to the registrar.

The primary purpose of the online grade record is to allow you a way to check that your scores have been recorded correctly.

If you find an error, please contact Dr. Conroy.

Note: I will be out of town until 12/29, and so I will not be answering email or changing this table, or actual grades, until at least then.

The scores are listed by the last four digits of your student id number. You should ignore leading zeros: for instance, if the last four digits of your number are 0057, your scores will be listed under 57.

In some cases, you may find that another student has the same last four digits as you. You will need to compare recorded scores to the scores you received to determine which row has your scores.

	h1	h2	h3	h4	h5	h6	MT1	MT2	final (80 points possible)	actual course grade
4149	0	0	0	0	0	0	0	0	0	0
2511	5	16	15	16	14	15	28	30	71	3
324	16	15	11	16	16	16	42	34	70	3.6
1624	16	14	13	15	15	16	20	27	41	1.1
3761	16	11	10	15	16	0	46	27	60	3.1
4500	13	13	7	16	0	15	30	34	65	2.9
8457	16	14	13	16	16	16	33	30	68	3.1
5991	11	16	0	16	12	0	48	22	50	2.6
5385	2	0	9	0	0	0	22	12	0	0
3788	0	0	0	0	0	0	5	0	0	0
8724	14	14	11	16	16	15	26	24	54	1.9
1724	16	16	13	16	16	14	37	34	61	3.1
8580	4	11	9	0	9	7	13	2	0	0
5870	16	15	14	16	16	14	34	23	68	2.9
9896	5	11	12	16	10	10	39	26	46	2.1
807	13	12	14	14	16	13	40	33	60	3.1
8276	16	14	15	16	16	16	37	23	66	2.9
3821	16	16	0	16	16	16	47	30	73	3.7
2779	14	0	11	16	15	0	37	22	64	2.6
3986	16	14	13	16	16	16	30	25	60	2.4
6482	16	14	10	16	16	15	39	29	59	3
7008	5	0	8	14	0	0	32	26	39	1
6737	0	16	0	12	0	0	31	17	0	0
7616	2	14	12	0	0	0	23	0	0	0
1235	11	11	11	16	16	16	39	34	60	3.1
8562	16	15	8	16	16	16	23	21	39	0.9
7257	14	16	12	16	16	16	43	29	71	3.5
4255	14	16	9	16	16	15	20	27	74	2.7
8091	15	14	10	16	12	11	48	42	71	4
4108	14	15	12	16	16	14	44	17	61	3
3323	3	15	7	16	15	0	25	17	36	0.4
1521	11	12	12	15	11	12	30	18	50	1.4
4318	16	14	13	15	16	16	27	28	61	2.5
9673	10	14	13	12	16	0	29	16	18	0
9964	2	7	0	0	8	0	28	16	29	0
7134	16	16	13	16	16	16	40	25	64	3
762	9	11	9	0	14	10	37	15	44	1.5
4482	12	8	7	9	9	9	4	8	15	0
8396	12	12	13	13	16	16	24	27	53	1.8
4404	12	14	12	15	15	16	44	37	63	3.5
365	16	13	11	16	16	14	47	47	57	3.8
4787	15	14	15	15	16	15	45	35	68	3.7
8544	0	0	0	0	0	0	34	0	0	0
2181	16	16	16	16	14	16	24	30	64	2.6
8824	16	14	13	15	16	13	18	20	31	0.2
4694	14	16	10	0	12	12	41	27	53	2.6
37	0	13	10	14	16	11	43	42	74	3.8
2893	14	14	9	16	15	11	29	29	64	2.7
8116	13	16	14	16	16	12	45	31	69	3.5
8815	16	15	10	15	16	13	40	31	69	3.4
4814	16	14	11	16	16	0	19	0	0	0
14	13	15	13	16	16	16	38	30	45	2.4
8862	16	13	8	0	9	0	34	34	62	2.8
1211	4	16	10	16	0	13	40	31	61	2.9
4180	12	12	13	14	15	14	37	17	48	1.9
738	15	14	15	16	15	16	29	19	47	1.4
7367	10	14	11	15	16	16	42	35	61	3.3
8712	16	13	10	16	16	16	34	30	57	2.8
4708	16	15	11	16	0	0	40	30	49	2.5
1625	15	14	15	16	16	0	23	25	42	1.2
6563	16	15	15	16	15	16	36	30	37	2
8204	16	12	11	16	15	12	37	34	68	3.3
7329	13	13	12	15	15	14	28	12	23	0
9748	16	14	15	16	16	0	41	33	51	2.9
6836	14	12	7	15	12	7	36	20	29	0.9
4765	16	14	15	15	16	16	38	27	53	2.6
8375	16	13	14	16	15	16	14	28	38	0.8
3646	16	16	16	16	16	15	36	21	72	3.1
1798	11	9	12	10	11	8	22	21	60	1.5
3094	15	15	13	12	15	16	36	29	75	3.3
4393	16	13	14	16	16	0	33	21	46	1.7
3462	0	0	0	0	0	0	0	0	0	0
669	12	13	12	12	16	12	27	19	38	0.8
4052	16	10	12	16	15	15	19	19	42	0.7
4279	5	5	9	9	15	11	34	30	62	2.6
2537	16	16	11	16	16	15	49	47	80	4
6577	0	15	10	16	15	0	8	21	0	0
4814	14	14	12	16	16	15	47	35	66	3.7
313	16	15	13	16	14	16	49	38	73	4
4493	16	14	15	16	16	0	39	34	73	3.6
341	15	15	9	15	16	0	31	20	0	0
3551	14	9	0	14	15	14	25	25	36	0.9
297	16	13	14	14	16	16	33	25	44	1.8
3000	0	14	13	16	16	16	48	32	72	3.8
8194	16	11	11	16	15	0	37	21	48	1.9
8166	8	16	7	16	15	16	24	15	37	0.4
1207	16	13	15	15	16	0	44	27	55	2.9
1701	0	0	0	0	0	0	27	0	11	0
1726	9	13	14	16	16	15	28	20	52	1.6
2068	15	15	16	16	15	15	40	27	57	2.9
601	16	14	10	16	15	16	38	28	68	3.2
1742	14	11	13	0	16	16	40	15	36	1.4
4506	0	13	13	14	14	13	35	25	48	2
6883	8	9	9	15	12	12	46	16	69	3.3
4436	15	12	11	13	14	16	38	18	65	2.9
96	16	16	13	16	16	16	37	43	75	3.9
802	14	15	10	16	16	15	47	41	62	3.8
917	10	14	9	13	13	0	47	22	58	3
1677	0	0	0	0	0	0	0	0	0	0
5922	14	15	11	13	11	10	41	21	60	2.8
2202	11	15	15	16	15	16	29	31	57	2.5
1668	15	15	15	16	15	0	39	24	54	2.5
8553	15	11	8	13	15	15	43	33	67	3.4
40	0	0	0	0	0	0	22	20	0	0
8151	15	8	15	13	10	12	47	7	66	3.3
1536	16	14	13	16	15	16	46	27	72	3.5
5845	14	11	14	16	15	15	38	29	43	2.2
2138	16	13	15	13	15	15	48	23	55	3
3592	10	16	11	0	16	16	35	19	35	1.1
1844	13	13	13	16	16	14	24	28	69	2.6
1178	15	16	15	16	16	14	39	40	70	3.7
8530	15	12	15	16	15	0	44	27	70	3.4
1823	8	14	12	15	16	16	20	20	45	0.9
4469	12	13	12	11	15	14	37	34	62	3.1
4426	16	14	11	14	16	16	37	21	55	2.4
5789	0	0	0	0	0	0	0	0	0	0
266	0	0	0	0	0	0	0	0	0	0
9882	2	8	9	13	16	11	31	20	43	1.2
3310	16	16	11	14	15	16	43	43	73	4
1548	16	16	14	16	16	16	32	28	47	2.1
1807	0	6	0	0	15	11	28	23	49	1.2
1881	16	16	14	16	16	15	39	31	56	3
193	6	11	13	12	14	0	0	5	0	0
1248	14	15	0	15	16	16	41	37	55	3.2
9995	10	7	0	11	9	11	29	6	38	0.6
8124	0	13	10	14	14	0	45	38	42	2.8
9061	13	10	9	16	12	10	40	31	68	3.2
155	8	0	0	0	0	0	5	0	0	0
2851	15	13	9	15	13	0	49	33	68	3.6
1880	0	0	0	0	0	0	17	0	0	0
6179	13	11	11	16	15	15	29	32	63	2.8
4796	16	13	11	16	16	15	50	46	76	4
3502	8	15	8	12	11	11	35	21	34	1.1
9945	9	6	11	14	15	15	37	38	68	3.4
6958	9	14	10	15	15	16	37	27	55	2.6
4579	16	13	9	16	14	15	50	43	70	4
4382	10	10	11	16	16	15	31	22	57	2.1
1819	16	16	4	15	16	11	49	37	61	3.6
8056	0	7	9	13	10	16	30	20	22	0.2
7175	14	14	10	14	14	11	46	43	67	3.9
7213	14	16	16	16	16	16	36	24	28	1.2
9918	16	15	11	16	16	16	43	30	58	3.1
8912	14	15	12	16	16	0	42	31	77	3.7
1989	0	0	0	0	0	0	0	0	0	0
7226	9	12	13	14	15	12	44	28	63	3.2
1155	5	12	7	12	12	12	23	21	39	0.6
2522	14	16	9	11	8	14	23	23	29	0.4
34	16	16	13	16	16	16	50	47	78	4
1778	13	4	7	12	0	6	28	23	39	0.9
1936	16	12	11	15	14	15	48	33	65	3.6
7748	16	16	15	0	16	16	39	24	61	2.9
3278	12	15	0	0	0	0	22	0	0	0
4267	0	0	0	0	0	0	0	0	0	0
2170	15	16	0	0	0	0	37	0	0	0
1079	15	15		16	15	12	45	36	47	3
3506	14	14	13	15	12	8	33	26	0	0
8653	15	14	15	16	15	16	47	26	58	3.1
7002	16	15	16	16	16	15	48	33	76	3.9
3165	15	9	15	16	11	16	21	23	57	1.7
86	15	15	16	16	16	16	48	37	62	3.7
2348	14	16	16	16	16	0	46	31	71	3.7
3640	12	16	7	15	14	16	50	44	71	4
673	14	16	10	15	16	16	43	26	47	2.6
6447	14	16	4	16	16	16	45	19	72	3.5
4869	0	3	0	0	0	0	0	0	0	0
6848	15	15	13	0	15	10	41	21	42	1.9
8274	15	16	14	15	0	16	34	20	33	1.1
2740	12	16	14	12	13	15	30	23	63	2.4
4376	14	14	16	15	16	16	34	25	61	2.7
549	16	16	11	16	15	16	25	29	47	1.8
6187	14	15	0	15	14	14	29	29	58	2.4
9681	16	16	11	16	16	0	41	15	21	0.6
9844	0	9	10	7	13	10	28	14	26	0
2821	12	14	4	8	13	16	44	20	63	3
2469	0	15	11	14	14	15	27	20	18	0
2047	16	15	12	16	15	16	43	22	62	3.1
801	14	15	12	14	13	16	35	30	70	3.2
9380	14	16	12	16	16	0	27	29	52	2.1
7308	5	12	5	15	7	11	32	8	48	1.3
1796	16	14	14	16	16	16	41	28	60	3
187	7	0	5	15	14	10	29	12	38	0.6
2544	16	16	14	15	16	0	22	14	28	0
4792	15	15	7	16	10	16	43	22	66	3.1
9208	0	16	15	0	15	0	34	19	38	0.9
2696	15	16	14	16	15	16	37	21	44	1.9
2639	13	16	16	16	15	15	48	27	53	3
9455	14	16	16	16	16	16	40	21	53	2.5
8595	14	11	10	16	5	0	23	13	27	0
3528	0	0	0	0	0	0	8	0	0	0
4872	16	15	16	16	16	16	44	38	78	4
664	15	16	8	15	15	0	48	25	56	3
9967	11	16	7	15	15	16	34	23	70	2.9
6426	14	0	11	0	14	16	17	8	0	0
6296	14	16	15	16	16	16	42	35	69	3.6
8144	10	13	5	0	16	16	37	27	37	1.7
835	16	8	0	0	0	0	0	0	0	0
4962	13	16	15	16	14	0	41	29	65	3.2
9508	11	16	12	15	14	0	30	12	11	0
4934	11	13	10	14	15	16	40	33	56	3
8647	12	16	13	16	16	14	36	31	49	2.5
5965	16	15	16	16	16	0	29	36	56	2.8
506	16	16	15	16	15	16	43	21	66	3.2
8461	16	14	15	16	15	16	46	28	63	3.3
1390	13	10	15	14	16	15	47	31	65	3.5
6763	12	16	14	16	16	16	50	38	60	3.7
5737	0	10	0	16	0	0	35	18	6	0
1633	0	6	0	15	10	0	13	6	0	0
4684	13	9	9	13	13	8	46	33	57	3.2
732	12	16	13	14	16	16	46	28	50	2.9
1812	16	16	0	16	15	16	50	36	72	4
2828	13	13	16	14	16	0	37	20	66	2.9
992	14	14	5	5	0	12	41	30	68	3.2
9446	11	16	9	16	16	15	31	29	61	2.7
175	15	16	15	16	15	0	50	49	80	4
8136	16	16	11	16	16	16	43	19	20	1
8533	16	16	16	16	16	15	44	33	68	3.6
6727	16	16	15	16	16	16	45	39	72	3.9
1132	15	15	16	16	16	9	44	12	52	2.7
1556	6	0	11	0	0	0	28	14	44	0.5
8253	8	0	11	0	0	0	0	0	0	0
8516	12	15	14	16	13	14	46	25	73	3.5
1764	10	0	1	15	14	0	32	25	46	1.5
3300	5	14	11	9	13	12	41	16	53	2.3
8863	12	16	15	16	16	16	40	33	67	3.4
1091	2	0	11	0	14	0	41	6	0	0
1997	9	16	14	16	14	11.5	39	26	63	2.9
9418	12	12	14	16	14	15	28	29	62	2.6
232	13	0	5	5	10	12	40	19	70	3
8351	14	16	14	16	16	16	45	30	64	3.4
8579	10	14	11	15	0	0	30	15	36	0.5
5266	16	16	12	16	0	0	40	17	56	2.5
7463	6	16	13	15	16	16	27	15	25	0.1
2909	13	15	10	0	14	16	41	30	68	3.2
3434	0	10	11	13	0	11	49	27	47	2.6
2567	12	13	14	14	15	16	44	32	67	3.5
2460	16	15	14	15	13	13	31	18	37	1
3522	7	15	14	16	16	16	27	22	68	2.5
1227	12	16	15	16	15	16	25	20	43	1.1
8900	14	0	10	0	16	16	22	26	39	0.9
8609	10	13	11	0	0	0	2	0	0	0
1423	0	16	12	16	14	15	29	24	55	2
1060	15	16	15	16	16	16	33	24	74	3.1
6875	2	12	5	10	5	0	43	18	52	2.2
3737	11	14	13	15	11	11	48	24	53	2.9
2065	8	13	15	16	16	15	39	28	34	1.8
5251	14	16	6	16	15	11	47	31	70	3.6
3150	9	14	1	14	8	7	27	23	45	1.2
9486	4	16	13	16	14	15	38	31	56	2.9
4894	12	13	14	16	14	16	37	34	58	3
2996	7	13	10	16	16	9	45	31	52	2.9
2333	16	16	15	16	14	16	39	18	58	2.7
8165	14	14	13	10	14	0	32	0	54	1.8
1500	16	16	16	16	16	16	28	31	56	2.5
2145	16	16	16	16	14	16	45	30	74	3.7
9235	0	0	11	0	0	13	11	5	10	0
1864	8	0	10	12	13	11	31	29	31	1
5795	0	0	11	16	6	16	45	25	69	3.2
7378	10	14	13	16	13	12	30	20	61	2.1
994	11	15	14	15	16	0	33	15	39	1.1
617	12	16	14	16	11	0	30	15	26	0.2
475	9	16	13	13	13	13	45	38	62	3.5
7413	12	16	14	16	13	14	39	29	56	2.9
8735	12	16	13	16	7	14	39	23	60	2.7
2467	12	12	14	16	16	16	38	30	66	3.2
1625	16	16	16	16	16	16	48	19	60	3.2
322	16	16	16	16	16	16	27	23	72	2.7
377	15	15	10	16	11	0	31	26	58	2.1
5329	16	16	15	16	11	13	37	31	53	2.8
2245	12	13	7	14	7	11	40	21	58	2.5
6907	14	15	15	16	14	16	34	24	60	2.6
1709	6	9	11	16	0	0	11	2	0	0
7342	11	0	11	16	14	14	39	35	72	3.5
3781	15	11	14	16	15	16	44	18	57	2.9
1943	9	12	13	16	15	16	46	22	65	3.3
2455	9	14	13	15	12	16	47	29	73	3.6
5171	13	15	10	16	15	16	41	15	46	2.1
6899	12	0	4	15	14	0	44	33	50	2.8
5648	0	16	11	0	0	0	47	0	0	0
6611	13	14	10	14	16	14	30	19	69	2.6
8239	13	16	15	16	16	16	49	25	64	3.4
3672	16	16	14	16	16	0	39	45	76	4
3226	11	15	14	16	14	16	42	31	62	3.2
8422	14	16	15	16	15	15	44	36	70	3.7
56	12	16	4	16	16	16	43	29	53	2.9
1593	11	15	14	16	16	16	41	39	75	3.9
5160	16	16	16	16	14	16	46	28	62	3.3
170	6	0	11	0	14	15	26	25	46	1.2
1800	12	14	15	16	16	0	15	17	23	0
2836	16	15	16	16	16	16	33	30	61	2.9
9403	16	15	16	16	16	16	44	44	75	4
2356	0	0	11	0	0	0	38	23	44	1.3
2813	7	16	11	0	14	0	46	30	58	3
103	13	16	13	16	15	15	35	27	48	2.2
3517	15	16	16	16	15	16	36	37	77	3.7

back to Math 120 B & C 2005